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4001.

• 280, 455, 735 का महत्तम समापवर्तक क्या होगा?

Answer»

The factors of 280 are: 1, 2, 4, 5, 7, 8, 10, 14, 20, 28,35, 40, 56, 70, 140, 280280 के गुण आज होंगे

The factors of 455 are: 1, 5, 7, 13,35, 65, 91, 455455 के गुण आज होंगे

The factors of 735 are: 1, 3, 5, 7, 15, 21,35, 49, 105, 147, 245, 735735 के गुण आ जाओगे

Then the greatest common factor is 35.

4002.

Find the area of a rectangle of length 12.25 m and breadth 735 nm

Answer»

Area of recatngle = L × B

Area of recatngle =12.25×7.35=90.0375m²

4003.

+ 424 +7=400

Answer»

Let unknown digit be n

Then 46/3 + 106x3 + n = 400n = 400 - 318 - 46/3n = 82 - 46/3n = (246-46)/3n = 200/3

200/3 is ans

4004.

ICATIONb. 400 - 200 of 2 x 2 +18-7

Answer»

11.5 is the correct answer of this question

11.5 is the right answer

400 ÷ 200 of 2×2+18-7 = 2 (15) = 30 so is the correct answer

11.5 is right answer hai

400÷200 of 2×2+18-72(4+11)2(15)30

400/200 of 2*2+18-7400/400*2+18-71*2+18-72+18-720-713 answer

11.5 is the correct answer

11.5 is the right answer

4005.

बी e . & ..उदाहरण 1. AR A= (2,4,6,8) 7 B=16,8,10,12) हो, तो 400 8 ज्ञात कौजिए।

Answer»

If A = {2, 4, 6, 8} B ={6, 8, 10, 12}

Then,AnB = {6, 8}

4006.

12. Find the CP when SP = 7 400, profit = 73513. Find the angle which is

Answer»

Profit =SP-CPCP=SP-profit=400-35=365

cost price=selling price - profit Cp =400 - 35=365

4007.

7. Write the following fractions into the lowest form:215(a) 30125(b) 400

Answer»

(a) 25/30 = 5/6

(b) 125/400 = 5/16

4008.

3 years from now will be 360. é Wold like to(iv) A train travels a distance of 480 km at a uniform speed. If the speed had been8 km/h less, then it would have taken 3 hours more to cover the same distance. Weneed to find the speed of the train.

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4009.

2. 200 और 400 के बीच की 7 विभाज्य सभी धन पूर्णांक (प्राकृतिक)संख्याओं का योगफल क्या है?

Answer»

let,a=203,d=7,tn=399Tn=a+(n-1)d399=203+(n-1)7196/7=(n-1)n=29s29=29/2[2a+(n-1)d]29/2[406+196]29/2×60229×301=8729.

4010.

5 m to 75 cm

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4011.

26. A train travels 360 km at a uniform speed. If the speed had been 5 km/h more, it would havetaken I h ur less for the same journey. Find the speed of the train.OR

Answer»

Let the original speed of the train be x km/h.Time taken to cover a distance of 360 km = 360/x hours.New speed of the train = (x+5) km/h.Time taken to cover a distance of 360 km at new speed = 360/x+5 hours.Since, the train takes 1 hour less time,∴ 360/x - 360/ x+5 = 1⇒360 (x+5-x)/x(x+5) = 1⇒360 (5) = x² + 5x⇒1800 = x² + 5x⇒x² + 5x - 1800 = 0⇒x² + 45x - 40x - 1800 = 0⇒x (x+45) - 40( x +45) = 0⇒(x+45) (x-40) = 0⇒x = (-45), 40But since speed cannot be in negative.∴ x = 40 km/hr.Hence, the original speed of the train is 40 km/h.

4012.

6 minutes agoSUCCESSKEY987. How many times does the 29thday of the month occur in 400consecutive years?

Answer»

Consider a set of every four years (So as to include the leap year with Feb 29).So in 3 years, 29 will occur 11 times, and once it would accur 12 times.So in 4 years, there will be 3*11 + 12 = 45 days in which you will have 29th.So in 400 years, it would be 4500 times.

4013.

Find the mean and median of given frequency distribution0-8 8-16 16-24 24-32 32 40 40-48Class interval4230 50 22

Answer»
4014.

13. Find the arithmetic mean of:(i) squares of the first five natural numbers.(ii) Cube of the first four natural numbers.

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thanks

4015.

LUSt

Answer»
4016.

।che-०/०of।(C) Rs. 132(D) R 2Q.60,Two persons are running at the speed ofskm/hr. and s, km/hr. A train running in thesame direction on in opposite directionscrosses both the persons int, seconds andt seconds respectively, then the speed ofthe train is-दो व्यक्ति क्रमशः । किमी / घंटा और ।किमी / घंटा की चाल से चल रहे है। एक ट्रेन जोसमान् दिशा में चल रहा है या विपरीत दिशा मेंचल रही है, दोनों व्यक्तियों को क्रमशः । सेकेण्डऔर t, सेकेण्ड में पार करती है, तो ट्रेन की चाल(st-st,)(A),"st)1,-t(B) 1{"t-t,st )(Satz – Sat)t-t,(D) 15.

Answer»

B) is the correct answer

4017.

the sum of first 20 natural numbers is

Answer»

210

By using the formula :sum of first n numbers is equal to n(n+1)/2.=20(20+1)/2=420/2=210

natural number kon kon se he

4018.

many wooden cubical blocks of side 25 cm can be cut from a cuboidal blockof w× 50 cm × 75 cm? Assuming that there is no wastage of wood.

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4019.

ll 14 lu) a prime number less than 20 (iv) a perfe27. Examine that the points (20, 3) (09,8) and (2, -9) are equidistant from point (7,3)Section-IDSection-D]28. A train travels 360 km at a uniform speed. If the

Answer»
4020.

10. A wall 15 m long 30 cm wide and 4 m high is made of bricks, eachmeasuring (22 cm x 12.5 cm x 75 cm). If of the total volume of thewall consists of mortar, how many bricks are there in the wall?

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4021.

ferences of four wheels are 50 cm. 60 cm. 75 cm and 100 cm. They start movinsimultaneously. What least distance should they cover so that each wheel makes a complenumber of revolutions?

Answer»
4022.

10. A wall 15 m long, 30 cm wide and 4 m high is made of bricks, eachmeasuring (22 cm x 12.5 cm x 7.5 cm). If of the total volume of the

Answer»
4023.

प्रश्न कि न माध्य ज्ञात कीजिए (छिंगात the mean) :'बर्ग-अंतराल : 65-85 85-105 105-125 125-145 145-165 165-185 185-205€L'बारंबारता (/) : 4 5 13 20 14 8 4 हल :.

Answer»

hit like if you find it useful

thanks

4024.

A cuboid of metal measuring 27 cm X 18 cmx 12 cm is melted and recast in to small cubeswith an edge 3 cm in length. Determine thenumber of cubes made.

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4025.

es of two angles of a triangle are 105 and 20 55 Finá theeu theThe measurthird angle.

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4026.

The mean of first 20 natural number is(ii) 105(iv) 115(i) 10.5

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4027.

CXERCISE14.3. The following frequency distribution gives the monthly consumption of electricity of68 consumers of a locality. Find the median, mean and mode of the data and comparethemMonthly consumption (in units)65-8585-105105-125125-145145-165165-185185-205Number of consumers4132014

Answer»
4028.

EXERCISE14.3The following frequency distribution gives the monthly consumption of electricity of68 consumers of a locality. Find the median, mean and mode of the data and comparethemMonthly consumption (in units)65-8585-105105-125125-145145-165165-185185-205Number of consumers4132014

Answer»
4029.

EXERCISE 14.3e following frequency distribution gives the monthly1. The68consumers of a locality. Find the median, mean and mode oconsumption of clectricity of the data and compathem.Monthly consumption (in units)Number of comsumers65-8585-105105 125125-145145-165165-185185-205132014

Answer»
4030.

Which of the following are in proportion:(а) 5 :6 :: 125: 150(с) 4:5 ::8 :20(е) 1 :3 :: 35 :105(g) 1 2 2 1090

Answer»

For proportions

product of mean = product of extremes

a) 5×150 = 750 , 6×125 = 750 ✓c) 4*20 ≠ 8*5 e) 1*105 = 3*35 ✓ g) 1×10 ≠ 2*2

4031.

3. Find out the absolute value of a. -191. A number line representing intemared. Increase in temperatureb. -20 c. -105 d. 30%

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4032.

cosec A +cotA=11/2 then tan A

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4033.

(1+tanA/sinA)+(1+cotA/cosA)= 2 (sec A + cosec A)

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4034.

sin AQ. 11. If cosec A = 2, find the value of cotA+1+COS A

Answer»

cosecA= 2

sinA = 1/2

A= 30

cot A + Sina/(1+ cos A)

cot 30. + sin30/(1+ cos30)

√3 + 1/2 ( 1+ √3/2)

√3 + 1/(2+√3)

cosec A=2/1; sin a=1/2=A=30, cot a+ sina/1-cosa=cot 30+ sin 30/1-cos30=V3+1/2/1-V3/2=V3+1(2+V3)

4035.

800 - 800 +0799500 T = le—.l + I___e[ oY) 9AOI

Answer»

1/(1+cosθ) + 1/(1-cosθ)=(1-cosθ)/(1-cos²θ) + (1+cosθ)/(1-cos²θ)=(1-cosθ)/sin²θ + (1+cosθ)/sin²θ=cosec²θ+cosec²θ=2cosec²θ

4036.

(a)-47Which one pair of the triangles is not similar triangles?(b) 47(c) 57(d) 9760°30 (b)80°0° 4080。40362.79

Answer»

the pair of triangles in option d are not similar triangles

4037.

CoPerform the indicated operations and write the results in the formof a+ bi(2 +3)

Answer»

i) (2+3i)(2+3i) = 4 + 12i + 9i*i = 12i + 4 - 9 = -5+12i ii) (i+1)(i+1)(i+1) = i*i*i + 3i*i + 3i + 1 = -i - 3 + 3i + 1 = 2i - 2 = -2 + 2i

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4038.

or simplify using properly(-8) X0q4C-80 xIb. 25 X (-33) TESY C-17)(c) C-17 VE 290.8253 (125)OT By whole number should G240) bedivided to obtain 16.08 Ara Arrange in Ascending onder $Descending order. I dag h

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4039.

The length of the pole which is 72 m high, casts a shadow of 80 m at a particula time on aheight of an electric pole, which casts a shadow of 10m under similar conditionsday. Find the

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4040.

SAScriterion of congruenceSo by SASAO is the bisector of ZBACn Fig. 10.56, it is given tihat AB EF, BC- DE, AB 1. BD and FEthat Δ ABD Δ FEC .SOLUTIONWe haveFig. 10.56

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4041.

nan2

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4042.

8. In right triangle ABC, right angled at C,MisDthe mid-point of hypotenuse AB. C is joinedto M and produced to a point D such thatDM CM. Point D is joined to point B(see Fig. 7.23). Show that:G) LDBC is a right angle(ii) Δ DBC sa ACBFig. 7.23(iv) CMAB

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4043.

sonne(cos Asee A s nan A-1 +cosec Ao cotA-15. show that= 1

Answer»

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4044.

Cimoglo necdslatoaュで 20

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distributed amount = 910/9 = 101 rupees each approximately

4045.

100 s2. Chandu's father to called theyoung old man' in his villageAt 70 years of age. he is fullynL. Do you know his secretsHe goes for a walk around theneld every morning. Everydahe takes four rounds ofChandu's Beld.What is the total distance hecovers?

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4046.

aluate tGlo o7 xd:

Answer»

As7*(3/5)= 7*3= 21now21/5thanks

7*(3/5)=(7*3)/5=21/5=4.2

7×3/5=21/5=4.5your answer is 4.5

7 × 3 --- 5= 35 ×3 = 105

4047.

An insect moves 20m from east from a point. Then it turned wst and moved 40m. How far is it from the starting point now?

Answer»

East and west is opposite direction so 40+20=60

if an insect moves East 20m then from that point it moves West the required distance to reach the initial point is -20m and from initial point insect moves to West 20mSo the equation is 20-20+20

4048.

the starting point and the terminating point.Q.9)What should be subtracted from 2a +8b+10 to get -3a+7b +16

Answer»

Let x is subtracted from 2a+8b+10 to get -3a+7b+162a+8b+10-x=-3a+7b+16x=5a+b-6

4049.

2 ruP3.2 kmParth starts to run from point A and reache track part B, which is 2.3 km5arts back bi35 2whenfar is he from the starting point A?estorting stops to rest at point C which is 900 m from point B. How2.3 km

Answer»

He is at point C. AC= AB - BC = 2.3km - 900m = 2300 - 900 = 1400 metres = 1.4 km.

4050.

On the average the ampere-hour efficiencyof an Edison cell is about(a) 40%(c) 70%(b) 60%(d) 80%

Answer»

On the average the ampere- hour efficiency of an Edison cell is about 80%.