Explore topic-wise InterviewSolutions in .

This section includes InterviewSolutions, each offering curated multiple-choice questions to sharpen your knowledge and support exam preparation. Choose a topic below to get started.

1151.

In a retail market, fruit vendor were selling oranges kept in packing basket.these baskets contained varying number of orange. the following was the distribution of orange​

Answer»

ANSWER:

SORRY I don't KNOW the answer

1152.

Simplify (64/729)-¹/⁶​

Answer»

Your ANSWER Is in this attachment.

No THANKS,ALWAYS WELCOME.

1153.

(00000001-99999999)=

Answer»

00000001

99999999

- 99999998

1154.

In a magic triangle as given below, each side should have the same sum-17. The values of x,y and z are respectively ​

Answer»

Answer:

WRONG

Step-by-step EXPLANATION:

wrong wrong values of x y Z are not RESPECT

1155.

-1-(1/4)÷(1/2)×2+5 ka man gyat kijiye..​

Answer»

\small  \color{red}Question  =  - 1 -   \frac{1}{4}   \div  \frac{1}{2}  \times 2 + 5 \\  \\\small  \color{orange} solution \\  \\ \small  \color{blue} =  - 1 -  \frac{1}{4}   \times  \frac{2}{1}  \times 2 + 5 \\  \\ \small  \color{blue} =  - 1 -  \frac{1}{2}  \times 2 + 5 \\  \\ \color{blue} = - 1 - 1 + 5 \\  \\ \color{blue} = - 2 + 5 \\  \\ \small\green{\fbox{ = 3 answer }}  \\  \\ \small\red{\fbox{\fbox{ it's ᭄亗 乄 MꫝղᎥនh 乄 亗✯❤࿐ }}}

1156.

If nC2 =10 what is the value of nP2​

Answer»

ANSWER:

Step-by-step explanation:

LET the PRESENT ages be :

Liya = x

Raja = 2x

Ages 5 years ago :

Liya = (x - 5)

Raja = (2x - 5)

According to the QUESTION,

Five years ago Raja's age was three times Liya's age

\sf{\longrightarrow} \: (2x - 5) = 3(x - 5)⟶(2x−5)=3(x−5)

\sf{\longrightarrow} \:2x - 5 = 3x - 15⟶2x−5=3x−15

\sf{\longrightarrow} \:2x - 3x = - 15 + 5⟶2x−3x=−15+5

\sf{\longrightarrow} \:x = 10⟶x=10

Liya's present age = 10 years

___________________

★ Raja's present age =

\sf{\longrightarrow} \:2(10)⟶2(10)

\sf{\longrightarrow} \:20⟶20

Raja's present age = 20 years

Therefore, Raja and Liya are 20 and 10 years old RESPECTIVELY.

1157.

5tan = 4 then 5sin ‐ 3cos / sin+2cos​

Answer»

ANSWER:

<U>This is your answer HOPE ITZ HELPS u

1158.

16. 5, 9, 25, 89, ?, 1369 [IBPS Clerk (Pre) 2016] (a) 343 (b) 355 (c) 349 (d) 341 (e) 345solve it with explanation​

Answer»

Answer:

89+64*4

89+256

345

simply ADD by 4^n

4 in 1

4^2 in2

4^3 in 3

1159.

Today is children's day .In our school .The headmisterss gives each student 1ozenges and biscuits.From the shop she buys biscuits worth 670 rupees and 1ozenges worth 775 rupees. She has 1000 rupees. How muchbmore money required?​

Answer»

Step-by-step explanation:

the required money is 55 PLSS FALLOW me

1160.

Is √3 real number? I will mark as brainliest. ​

Answer»

ANSWER:

YES that is REAL and IRRATIONAL number

HOPE IT WILL HELP YOU... :)

1161.

The sum of two numbers is 30 and their difference is 4. Find the numbers,​

Answer»

ANSWER:

the TWO numbers are 13 and 17

Step-by-step explanation:

if we add 13 and 17 we get 30 and if we subtract we get 4 PLEASE THANKS my answer and mark me as brainliest

1162.

if 3 is a root of the quadratic equation ?-2x×2x+px+k=0, find the value of p so that the roots of the equation x +k(2x +k+2)+p=0 are equal.​

Answer»

Answer:

SUBSTITUTE x=3 in EQUATION , Substitute in the quadratic equation , As the roots of the equation are EQUAL so DISCRIMINANT is zero. Therefore, the value of p is 12.

1163.

a sum of rs 817 is divided among A ,B and C see such that A recieves 25% more than B and B recieves 25% less than C. what is A's share in the amount?​

Answer»

Answer:

Distribution will be as below,

A will get Rs. 285

B will get Rs. 228

C will get Rs. 304

Let us MAKE it simple and easy to UNDERSTAND that how it was CALCULATED:

Let us assume that C will get Rs. X

Hence, B will get 25% Less than C’s Share i.e. Rs. 0.75 X

Also, A will get 25% More than B’s Share i.e. Rs. 0.75 X + ( 25% of 0.75 X)

therefore A will get 0.75 X + 0.1875 X = Rs. 0.9375 X

Now, we know that total amount was Rs. 817.

So, Adding all 3 SHARES we get,

Rs. ( X + 0.75 X + 0.9375 X)

Rs. 2.6875 X = 817

therefore value of X will be Rs. 817 DIVIDED by 2.6875

so, X = Rs. 304

So, C’ share = X = Rs. 304

Putting X value in B’s Share = 0.75 X = 0.75 ( 304) = Rs. 228

Substituting X value in A’s Share = 0.9375 X = 0.9375 (304) = 285.

hope so i was able to make it very simple as much as possible.

1164.

111412If x-4= 5, find the values of x' +and x* +х2X хX х​

Answer»

Answer:

If x + 1/x = 5, FIND the value of x2 + 1/x2

Given :

( x + 1 /x ) = 5

We need to find x2 + 1 / x2

( x + 1 / x )2 = 25

= x2 + 1 / x2 + 2 (x)(1/x) = 25

= x2 + 1/x2 + 2 = 25

= x2 + 1 / x2 = 25 – 2

= x2 + 1 / x2=23

Hence x2 + 1 / x2 = 23

1165.

.Calculate the totala) 1+2 +3+………..+20b) 3+6+9+…………+60c) 5 +8 +11+……….+62​

Answer»

(a) 42

(b) 65

(c) 55

Hope it HELPS! Please mark as BRAINLIEST!

1166.

Q2. The number of boys and girls in a school are 480and 720 respectively. Find the ratio of the numberof boys to the number of girls.​

Answer»

Answer:

NUMBER of boys:Number of girls

=480:720

{HCF of 480 and 720 is 240}

= 2:3

1167.

Solve by factorisation method √3x² -2√2x - 2√3 = 0

Answer»

ANSWER:

Factorised FORM : (\sqrt{3}x+ \sqrt{2}) (x - \sqrt{6})

ROOTS : \dfrac{- \sqrt{2}}{\sqrt{3}} \; and \; \sqrt{6}

Step-by-step EXPLANATION:

\sqrt{3}x^2 - 2\sqrt{2}x - 2\sqrt{3} = 0

\implies \sqrt{3}x^2 -3\sqrt{2}x + \sqrt{2}x - 2\sqrt{3} = 0

\implies \sqrt{3}x(x - \sqrt{3}\sqrt{2}) +\sqrt{2}(x - \sqrt{3}\sqrt{2}) = 0

\implies \sqrt{3}x(x - \sqrt{6}) + \sqrt{2}(x - \sqrt{6}) = 0

\implies (\sqrt{3}x+ \sqrt{2}) (x - \sqrt{6}) = 0

\\

Finding the roots now !

(i) (\sqrt{3}x+ \sqrt{2}) = 0

\implies \sqrt{3}x = -\sqrt{2}

\implies x = \dfrac{- \sqrt{2}}{\sqrt{3}}

\\

(ii)  (x - \sqrt{6}) = 0

\implies x = \sqrt{6}

\\

Factorised Form : (\sqrt{3}x+ \sqrt{2}) (x - \sqrt{6})

Roots : \dfrac{- \sqrt{2}}{\sqrt{3}} \; and \; \sqrt{6}

\\

THANKS !

1168.

Solve by factorisation method root 3 x^2 -2 root 2x -2 root 3

Answer»

Step-by-step EXPLANATION:

\sqrt{3}  {x}^{2}  - 2 \sqrt{2} x - 2 \sqrt{3}

\sqrt{3}  {x}^{2}  - 3 \sqrt{2} x +  \sqrt{2} x - 2 \sqrt{3}

\sqrt{3} x(x -  \sqrt{6} ) +  \sqrt{2} (x -  \sqrt{6} )

( \sqrt{3} x +  \sqrt{2} )(x -   \sqrt{6} )

1169.

QUESTIO Nˊ ★᭄WHAT IS NEUTRAL?//\mathcal{\fcolorbox{cyan}{black}{\pink{Note࿐}}} Note࿐​ //♧DO NOT COPY PASTE YOUR ANSWER.♧DO NOT SPAMMING.//\mathfrak\orange{Thank You}ThankYou//​

Answer»

Answer:

Commonly used to describe a person who doesn't pick sides in disputes, neutral also pegs anything that refuses to be bold: the color beige, bland clothing, PEOPLE with no preferences on where to eat for dinner. Being neutral sounds kind of boring.

1 : not engaged on either SIDE specifically : not ALIGNED with a POLITICAL or ideological grouping a neutral nation. 2 : of or relating to a neutral state or POWER neutral territory. 3a : not decided or pronounced as to characteristics : indifferent. b(1) : achromatic.

1170.

How many bit strings of length 4 do not have two conseqtive 0s?​

Answer»

Answer:

Then COUNT the number of STRINGS that don't have any x. That'll be 254 SINCE each of the LETTERS can be any of 25 possibilities. A string will have at least one x if it's one of the 264 strings of length 4, but not one of the 254 strings that don't have an x in them. Thus, the answer is 264 − 254.

1171.

If S and P are the sum and product of the zeroes of a quadratic polynomial p(x), then p(x) is​

Answer»

ANSWER:

your answer is in the ATTACHMENT

1172.

98 is a term of the arithmetic sequence having common difference 7.Is 2016 a term of thesequence? Why?​

Answer»

ANSWER:

yes it is

Step-by-step explanation:

let 98 be the first TERM of the arithmetic SEQUENCE (a)

and 7 be the difference (d)

nth term of an A.P is : a+(n-1)d

let nth term be 2016

so,

2016= a+(n-1)d

2016= 98+(n-1)7

2016-98=(n-1)7

1918 =(n-1)7

1918/7 = (n-1)

274 =n-1

274+1 = n

n = 275

since 2016 has a positive real NUMBER as n in the nth expression, 2016 is the term of the given arithmetic sequence

1173.

What do you understand by physical changeand chemical change? Classify the following asphysical or chemical changes :(i) Dissolving salt in water(ii) Electric current is passed through water andit is broken down into hydrogen and oxygen(iii) Evaporation of alcohol(iv) Digestion of foodPlease don't spam Please give correct answer​

Answer»

Physical changes only lead to changes in physical properties of the substance and are reversible CHEMICAL changes lead to change in COMPOSITION or the structure and are irreversible in nature.

(a) Photosynthesis: irreversible, chemical changes.

6CO

2

+6H

2

O⟶C

6

H

12

O

6

+6O

2

(b) Dissolving of water : reversible, physical change.

(c) Bumping of coal − irreversible, chemical change.

(d) Melting of wax − reversible by COOLING, physical change.

(e) Physical change as mallacbility (beating metal into then sheets) does not change composition.

(f) Digestion − chemical change.

1174.

Fir certain simultaneous equation in x and y if D=14,D=-14,Dy=-28 then find the value of x and y​

Answer»

Given, D=7,D

x

=35 and D

y

=42

Now x=

D

D

x

=

7

35

=5

and y=

D

D

y

=

7

42

=6

∴ The value of x and y is 5 and 6 respectively.

1175.

A rectangle has an area of 18cm sqThe lengths of side are whole numbers. How long could the sides of rectangle be?

Answer»

Step-by-step explanation:

hlo mate here's your answer

Example:

Example:int a = 8;

Example:int a = 8;int b = 10;

Example:int a = 8;int b = 10;BOOLEAN c = a < b;

Example:int a = 8;int b = 10;boolean c = a < b;Here, as a is less than b so the result of a < b is TRUE. Hence, boolean variable c BECOMES true.

  • i hope its HELP you mark as brainlist
1176.

read these numbers and write them using placement boxes and then write their expanded form. 475320 9847215 97645310 30458094​

Answer»

Answer:47532098472159764531030458094

Step-by-step EXPLANATION:

1177.

Starting from rest a car acquired a velocity of 16m/s in 4s.If mass of the cart is 3kg Find Force acting on it.Also find Distance travelled by the car .no spam pleech ​

Answer»

\huge{\underline{\mathtt{\red{A}\pink{n}\green{s}\blue{w}\purple{e}\orange{r}\green{♡}}}} \bold \red♡

Distance covered by car is 32 metres.

Force acting on it is 12 newton.

Explanation:

ACCORDING to the Question

It is given that

INITIAL velocity ,u = 0m/s

Final velocity ,v = 16m/s

Time taken ,t = 4s

MASS of cart ,m = 3kg

we need to calculate the force acting on it and distance covered by it .

Firstly we calculate the acceleration of the car .

Using Kinematics Equation

v = u + at

Putting all the value we get

➺ 16 = 0 + a×4

➺ 16 = 4×a

➺ a = 16/4

➺ a = 4m/s²

So, the acceleration of the car is 4m/s².

As we know that Force is calculated by the product of mass and acceleration .

F = ma

substitute the value we get

➺ F = 3×4

➺ F = 12N

Hence, the force acting is 12 newton.

Now, calculating the distance covered by car in given condition.

again using Kinematics Equation

v² = u² + 2as

substitute the value we get

➺ 16² = 0² + 2×4 ×s

➺ 256 = 0 + 8 × s

➺ 256 = 8×s

➺ s = 256/8

➺ s = 32m

Hence, the distance covered by the car is 32 metres.

Step-by-step explanation:

hopes it's helps u :)

1178.

Determine the resistance of a certain resistor that dissipates 0.2 W when the current is 50 mA.Select one:a. 80 ohmsb. 0.5 k-ohmsc. 72  ohmsd. 4 ohmsno spam ​

Answer»

\huge\pink{\boxed{\green {\mathbb{\overbrace {\underbrace{\fcolorbox{red}{aqua}{\underline{\pink{ur\: answer }}}}}}}}}

80 ohms is the required answer

Explanation:

According to the Question

It is GIVEN that ,

Power ,P = 0.2 W

current ,I = 50mA

We need to CALCULATE the resistance of the resistor .

Firstly we change the unit here .

Current

1MA = 1/1000

50mA = 50/1000 = 0.05 A

Now,

calculating the resistance of the resistor.

Relationship between Resistance , Power & Current .

P = I²R

where,

P denote Power

I denote Current

R denote Resistance

Substitute the value we get

➺ 0.2 = 0.05² × R

➺ 0.2 = 0.0025 × R

➺ R = 0.2/0.0025

➺ R = 80 ohm

So, the required OPTION is (a) 80 ohm.

Step-by-step explanation:

hopes it's helps u :)

1179.

Starting from rest a car acquired a velocity of 16m/s in 4s.If mass of the cart is 3kg Find Force acting on it.Also find Distance travelled by the car .​

Answer»

Answer:

\huge\pink{\boxed{\green {\mathbb{\overbrace {\underbrace{\fcolorbox{red}{aqua}{\underline{\pink{ur\: answer }}}}}}}}}

Distance covered by car is 32 metres.

Force acting on it is 12 newton.

Explanation:

According to the QUESTION

It is given that

Initial velocity ,U = 0m/s

Final velocity ,v = 16m/s

Time taken ,t = 4s

Mass of cart ,m = 3kg

we need to calculate the force acting on it and distance covered by it .

Firstly we calculate the acceleration of the car .

Using Kinematics Equation

v = u + at

Putting all the value we get

➺ 16 = 0 + a×4

➺ 16 = 4×a

➺ a = 16/4

➺ a = 4m/s²

So, the acceleration of the car is 4m/s².

As we KNOW that Force is calculated by the PRODUCT of mass and acceleration .

F = ma

substitute the value we get

➺ F = 3×4

➺ F = 12N

Hence, the force acting is 12 newton.

Now, calculating the distance covered by car in given condition.

again using Kinematics Equation

v² = u² + 2as

substitute the value we get

➺ 16² = 0² + 2×4 ×s

➺ 256 = 0 + 8 × s

➺ 256 = 8×s

➺ s = 256/8

➺ s = 32m

Hence, the distance covered by the car is 32 metres.

Step-by-step explanation:

hopes it's helps you :)

1180.

by using slopes find the fourth vertex of a parallelogram if (1,-2) (1,0) and (2,1) are its three consecutive vertices

Answer»

ANSWER:

(2,-1)

Step-by-step EXPLANATION:

1181.

Q9. The expected value of the number of heads when two coins are tossed is * O 1 O 1/2 O 3/4 O 1/8​

Answer»

<P>Answer:

HII MATE your answer

Step-by-step explanation:

PROBABILITY of getting head p= 2/1

Probability of not getting head q=1−

2/1

= 2/1

Number of coins =3

Expected value E(x)=np

=3×2/1

=1.5

1182.

What are u going to tell her??*​

Answer»

ANSWER:

your FRND is MAD don't KNOW ANYTHING

1183.

Construct an experimental, discrete probability table by rolling three six-sided dice and calculating the total. Perform 200 trials and record the results.

Answer»

ANSWER:

NHI AATA answer MUJHE... XD

1184.

Q.1. A shop keeper allows 15% discount on the marked price, still he manages to have 7 profit. How much high did he mark his goods above the cost price?​

Answer»

Answer:

40% above COST price

Explanation:

For simplicity assume CP is 100 so SP will be 119 now MP will be 119+15% = 140

So, CP is 100 MP is 140

Therefore MP is 40% above CP

1185.

ABCD is a rectangle. If AB = 5 cm and BC = 12 cm, find the diagonal BD.​

Answer»

Answer:

ATTACHED in PIC FORM HOPE U understand

1186.

Can anyone define me line segment ​

Answer»

Answer:

In GEOMETRY, a line SEGMENT is a part of a line that is BOUNDED by two distinct end points, and contains every POINT on the line that is between its endpoints.

1187.

Evaluate the following algebraic expressions.( 14x²y² + 8y³z²) (xyz) if x= 4.1, y= 2.1 and z= 1.6please find the answer as 16915.23 (only for genius) ​please do it on a rough page. ​​

Answer»

Step-by-step EXPLANATION:

Here is the ANSWER..By HARSHIT manhas

1188.

Five years ago, Ajay was thrice as old as Sonu. Ten years later, Ajay will be twice as old as Sonu. How old are Ajay and Sonu?​

Answer»

Step-by-step explanation:

To find:

Solution:

LET the present age of Ajay be x years,

Then, present age of Sonu be y years

Five years ago,

Age of Ajay = x-5 years

Age of Sonu = y-5 years

  • Ajay was thrice as old as Sonu

⇛ x - 5 = 3(y-5)

⇛ x - 5 = 3y - 15

⇛x - 3y = -15 + 5

⇛ x - 3y = -10 .... i

Ten years later,

Age of Ajay = x+10

Age of Sonu = y+10

  • Ajay will be twice as old as Sonu

⇛ x + 10 = 2(y+10)

⇛ x + 10 = 2y + 20

⇛ x - 2y = 20 - 10

⇛ x-2y = 10 .... ii

Now,

⇛ x-2y = 10 ... i

⇛ x-3y = -10 ... ii

Subtracting equation i from equation ii,

We get,

⇛ Y = 20

Plug this value in equation i,

⇛ x - 3×20 = -10

⇛ x = 60-10

⇛ x = 50

Hence, Age of Ajay = 50 years

And, Age of Sonu = 20 years

1189.

In the given figure xy parallel to BC and x z parallel to AC then X parallel to ab is equal to​

Answer»

ANSWER:

AB=BC+AC.

Step-by-step explanation:

By Pythagoras theorem which says that the hypotenuse (AB) is equal to thr other opposite side of the hypotenuse (BC+ AC).

1190.

The sum of two terms of an infinite geometric sequence is 12 and each term is equal to twice the sum of all terms following it . Find the first term , common ratio and geometric sequence.

Answer»

Step-by-step explanation:

(vi) Short periods of crop occupancy alternate with long periods of fallowing. When the yields can no longer support the community because of soil exhaustion or the INVASION of weeds and shrubs, the fields are abandoned and FRESH areas cleared. ‘Field rotation’ rather than ‘crop rotation’ is practised.

(vii) This form of ‘migratory agriculture’ still supports many of the aboriginal tribes of the tropical rain forest, despite the efforts made by the local govern­ments to resettle them. The exhaustion of soil nutrients, deterioration of the lightly CONSTRUCTED bamboo houses, and attack by insect-pests, diseases or wild animals are some of the major reasons that make migration a necessity.

ADVERTISEMENTS:

A more advanced form of subsistence farming is ‘sedentary subsistence agriculture’ in tropical lowlands, where the fallowed fields are frequently reused and the community stays permanently in one spot. Crop rotation is also practised in some places and greater attention is given to the land and the crops sown.

Methods of tillage are more intensive, though crude hand implements are often still used and there is a greater employment of manpower in the fields. This type of economy is capable of sustaining a relatively larger population on a permanent basis.

Many more animals are kept, including buffaloes, SWINE and horses, and animals are used for drought purposes on the farm as well as to supply milk or meat. Crops are sown in the cool season and grown throughout the rainy period to be harvested in the dry season.

Many sedentary farmers in Central AMERICA and South-East Asia also find jobs on plantations and return to their homes periodi­cally with their earnings. In South-East Asia and West Africa subsistence farming may be combined with the cultivation of cash crops or with the collection and sale of forest products.

2. Intensive Subsistence Farming:

The term, ‘intensive subsistence agriculture’ is used to describe a type of agriculture characterised by high output per unit of land and relatively low output per worker. Although the nature of this agriculture has changed and in

1191.

Construct a2 x2 matrix A= [a;;| whose elements are given by[aj; =[ (i)2 —j ]

Answer»

Answer:

Since it is a 2×2 matrix

it has 2 rows and 2 column.

Let matrix be A

Where A=[

a

11

a

21

a

12

a

22

]

Now it is given that

a

IJ

=

2

(i+j)

2

a

ij

i=,j= a

ij

=

2

(i+j)

2

a

11

i=1,j=1 a

11

=

2

(1+1)

2

=

2

(2)

2

=

2

4

=2

a

12

i=1,j=2 a

12

=

2

(1+2)

2

=

2

(3)

2

=

2

9

a

21

i=2,j=1 a

21

=

2

(2+1)

2

=

2

(3)

2

=

2

9

a

22

i=2,j=2 a

22

=

2

(2+2)

2

=

2

(4)

2

=

2

16

=8

Hence,

the required matrix A ia

A[

a

11

a

21

a

12

a

22

]=

2

2

9

2

9

8

1192.

(i) 0.7 এবং 0.07 -এর মধ্যে সম্পর্ক হলাে?​

Answer»

Step-by-step explanation:

(vi) Short periods of crop occupancy alternate with long periods of fallowing. When the yields can no longer support the community because of soil exhaustion or the invasion of weeds and shrubs, the fields are abandoned and fresh areas cleared. ‘Field rotation’ rather than ‘crop rotation’ is practised.

(vii) This form of ‘migratory agriculture’ still supports many of the aboriginal tribes of the tropical rain forest, despite the efforts made by the local govern­ments to resettle them. The exhaustion of soil nutrients, deterioration of the lightly constructed BAMBOO houses, and attack by insect-pests, diseases or wild animals are some of the major reasons that make migration a necessity.

ADVERTISEMENTS:

A more advanced form of subsistence farming is ‘sedentary subsistence agriculture’ in tropical lowlands, where the fallowed fields are frequently reused and the community stays permanently in one spot. Crop rotation is also practised in some places and greater attention is GIVEN to the land and the crops sown.

Methods of tillage are more intensive, THOUGH crude hand implements are often still used and there is a greater employment of manpower in the fields. This type of economy is capable of sustaining a relatively larger population on a permanent basis.

Many more animals are kept, including buffaloes, swine and HORSES, and animals are used for drought purposes on the farm as well as to supply milk or meat. Crops are sown in the cool season and grown throughout the rainy period to be harvested in the dry season.

Many sedentary farmers in Central America and South-East Asia also find JOBS on plantations and return to their homes periodi­cally with their earnings. In South-East Asia and West Africa subsistence farming may be combined with the cultivation of cash crops or with the collection and sale of forest products.

2. Intensive Subsistence Farming:

The term, ‘intensive subsistence agriculture’ is used to describe a type of agriculture characterised by high output per unit of land and relatively low output per worker. Although the nature of this agriculture has changed and in

1193.

the distance of the point ( -4 -7) from the the y-axis is a) 4 units b) 7 units c) 11 units d) √65 units​

Answer»

Answer:

(vi) Short periods of crop occupancy alternate with long periods of fallowing. When the yields can no longer support the community because of soil exhaustion or the invasion of weeds and shrubs, the fields are abandoned and fresh areas cleared. ‘Field rotation’ rather than ‘crop rotation’ is practised.

(VII) This form of ‘migratory agriculture’ still supports MANY of the aboriginal tribes of the tropical rain forest, despite the efforts made by the local govern­ments to resettle them. The exhaustion of soil nutrients, deterioration of the lightly constructed bamboo houses, and attack by insect-pests, diseases or wild animals are some of the major reasons that make migration a necessity.

ADVERTISEMENTS:

A more advanced form of SUBSISTENCE farming is ‘sedentary subsistence agriculture’ in tropical lowlands, where the fallowed fields are frequently REUSED and the community stays permanently in one spot. Crop rotation is also practised in some places and greater attention is given to the land and the crops SOWN.

Methods of tillage are more intensive, though crude hand implements are often still used and there is a greater employment of manpower in the fields. This type of economy is capable of sustaining a relatively larger population on a permanent basis.

Many more animals are kept, including buffaloes, swine and horses, and animals are used for drought purposes on the farm as well as to supply milk or meat. Crops are sown in the cool season and grown throughout the rainy period to be harvested in the dry season.

Many sedentary farmers in Central America and South-East Asia also find jobs on plantations and return to their homes periodi­cally with their earnings. In South-East Asia and West Africa subsistence farming may be combined with the cultivation of cash crops or with the collection and sale of forest products.

2. Intensive Subsistence Farming:

The term, ‘intensive subsistence agriculture’ is used to describe a type of agriculture characterised by high output per unit of land and relatively low output per worker. Although the nature of this agriculture has changed and in

1194.

Find the value of x??????????????????​

Answer»

Answer:

ANGLE ACB = 180 - (25 + 35) = 120 deg

Angle ACD = 180 - 120 = 60 deg

Angle E = 180 - ( 60 + 60 ) = 60 deg

Angle X = 180 - 60 = 120 deg

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Mark BRAINLY, I am COMPLETING a target

1195.

Slove This and explain​

Answer»

Answer:

FRIEND bongi AAP to MESSAGE KARO please

Step-by-step EXPLANATION:

Which class strudy you

1196.

Defination of primary module with example​

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The module M will be CALLED primary if its ZERO sub- module is primary. For any submodule N of an R-module M, the radical, rЧdMЕNЖ, of N is defined to be the intersection of all prime SUBMODULES of M containing N and. rЧdMЕNЖ И M if N is not contained in any prime submodule of M.

1197.

The marks obtained by the student in a test of 20 marks in mathematics are as follows find the median of the informationMarks:4,6,10,15,18,20No. Of students:2,4,8,12,3,1

Answer»

Answer:

In mechanics, acceleration is the rate of CHANGE of the VELOCITY of an object with respect to time. Accelerations are vector quantities (in that they have magnitude and direction). The orientation of an object's acceleration is given by the orientation of the NET force acting on that object.

1198.

The area of a square plot is, 30.1401 meter square Find it's side​

Answer»

Answer:

Heya !!

First of all, What is a SQUARE ?

A square has the following PROPERTIES:

All sides are equal.

All angles are of 90°.

Diagonals are unequal.

Diagonals bisect each-other at right angles.

Here's your answer...

\begin{GATHERED}\text{Are of square plot = 30.1401 $m^2$}\\\\\text{But, AREA of a square = $side^2$}\\\\\implies side^2 = 30.1401\\\\\implies side = \sqrt{30.1401} = \underline{\boxed{5.49 \: m}}\end{gathered}Are of square plot = 30.1401 m2But, area of a square = side2⟹side2=30.1401⟹side=30.1401=5.49m

Hope it helps !!

1199.

దయచేసి *1* మరియు *3* మధ్య ఎంపిక సంఖ్యను పంపండి.​

Answer»

ANSWER:

దయచేసి *1* మరియు *3* మధ్య ఎంపిక సంఖ్యను పంపండి

1200.

Give me solution with corect answer ​

Answer»

PLEASE CLEAR the QUESTION once I can't UNDERSTAND it!