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67801.

10. A school cricket team played 25 matches in one session. It won 80% of them. How many matchesdid they lose ?2007 Eind the percen taoe

Answer»

Total matches = 25

Percentage of match the team won = 80%

Percentage of match the team loss = 100%-80%=20%

Hence, number of matches team loss = 20% of 25 = 0.20*25 = 4

Ans: The team lost 4 matches in one session.

67802.

aunitvectorperpendicularto each of the vector a +b and a -b,whea -3i +2j+2k and b-i+2)-2

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67803.

If a=3i-2j + k,b =-i + j + k then the unit vector parallel to the vector a+b is

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67804.

A local cricket team played 20 matches in one season. It won 25% of them. Hmany matches did they win?

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67805.

A local cricket team played 20 matches in one season. It won 25% of them. Howmany matches did they win?

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67806.

By selling an article for ruppes 240 nilesh gains 20percent.Find his profit percentage if he sells it for ripped 272.

Answer»

SP = 240 GAIN = 20% CP = 240/1.2 = 200 SP = 272 GAIN PERCENT = (272-200)*100/200 = 72/2 = 36%

If you find this answer helpful then like it.

67807.

Song kijiye ki 3+2√5ek eprimye Shankya h

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67808.

Find the volume of a cube whose length is 6 cm.

Answer»

Volume of cube = a³ = 6³ = 216

67809.

Consider the system of linear equation x! + 2x2 + x3-3, 2x1 + 3x2 + x3-3, 3xÄŤ + 5x2 +2x 1 find the solution if exists.

Answer»

Thank you!

You can like it, if you find the solution helpful.

67810.

1+α1+β1+γIf α, β & γ are the roots of the equation x3-x-1-0then, 1-d +1-8 +w has the value equal to:(A) zero2-(B) -1(C)-7(D) 1 [16JM110146]

Answer»

option(c)

67811.

COVERED:OeCOVEREDLet α, β be two of theTHEORY OF EQUATION AND TRANSFORMATION OF ROOTSroots of the equation x3-px, qx-r--0. If α + β-0, then show that pA-I.

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67812.

SML (ऐ है रथ o:2 binhie DR BRUlAL] b hisllk अप €12 2k phijhie dn ST € ] il Ph T12 2k bitlhte ®h S/~ b hisjiee हि I

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To prove that√5 is irrational numberLet us assume that√5 is rationalThen√5 =(a and b are co primes, with only 1 common factor and b≠0)⇒√5 = (cross multiply)⇒ a =√5b⇒ a² = 5b² ------->α⇒ 5/a²(by theorem if p divides q then p can also divide q²)⇒ 5/a ----> 1⇒ a = 5c(squaring on both sides)⇒ a² = 25c² ---->βFrom equationsα andβ⇒ 5b² = 25c²⇒ b² = 5c²

⇒ 5/b²(again by theorem)⇒ 5/b-------> 2

we know that a and b are co-primes having only 1 common factor but from 1 and 2 we can that it is wrong.This contradiction arises because we assumed that√5 is a rational number∴ our assumption is wrong∴√5 is irrational number

67813.

ReePACE:DATEate an0°at

Answer»

If you like the solution, Please give it a 👍

67814.

Pace Nc.ind the product(4x +5y ) ( 4x + 5y)

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67815.

Thewickets taken by a bowler in 10 cricket matches are as follows:2645021323Find the mode of the data:

Answer»

2 is appearing 3 times which is more occurrence than any other number so mode=2.

67816.

the side of the triangle field are 41cm 40cm and 9cm.find the number of rose bed that can be prepare in th field if each rose bed on average need 900cm square space

Answer»

let me know if there is any doubt

67817.

Circle the unit that was used to measure the following.(a) Length of a pencil(i) Fingers, cubit, foot(b) Length of your room(ii) Foot, cubit, handspan(c) Length of your table(iii) Foot, handspan, pace(d) Length of a piece of cloth (iv) Foot, cubit, stretch of arms(e) Height of your chair ( Pace, handspan, cubit

Answer»

cubitfoot pace foot pace

67818.

find the edge of a cube whose volume is 13824cm³

Answer»

Volume = a³

=> a³= 13824=> a = ³√13824 = 24 cm

Volume of cube = (edge)^313824=(edge)^3Edge = cube root(13824)Edge = 24 cm

67819.

How many 5 cm cubes can be obtained from a cubewhose edge is 20 cm.(a) 54(c) 64(b) 24(d) 44

Answer»

No. of 5cm cubes that can be cut =volume of 20cm cube /volume of 5cm cube= 20^3/5^3= 20×20×20/5×5×5=4×4×4= 64

Therefore, 64 cubes can be cut off

😀😀😀

64 is correct answer of given question option c

64 is the correct answer of this question

64 is 100% guaranteed correct answer

64 is the correct answer

64 is the best answer

64 is the correct answer

67820.

5. Read the following piece of poetry and answer the questions givenbelow it:The bridal-songs and cradle-songs have cadences of sorrow,The laughter of the sun today, the wind of death tomorrow,Far sweeter sound the forest-notes where forest-streams are falling.cHeO mother mine, I cannot stay, the fair folk are calling.(iv) I s.racket to(a) What do the sun and the wind symbolize?(b) Who are calling the daughter?2(b) C

Answer»

a)The bride seems unimpressed. She discerns sorrow and misery that invariably mar the happiness of marriage. Like a saint with profound wisdom, the daughter says that all the joys of life are transitory. They come and go, ceding place to suffering and disappointment.She feels a life in the lap of Nature gives enduring happiness. The charm of the woods never disappears.

b)The calling of the forest is pristine and pure. The brook in the forest falls relentlessly. They are a treat to the eye. Narrating all these, the daughter says she is leaving the home for the wilderness of the forests.

67821.

A girl of height 90 cm is walking away from thebase of a lar p-post at a speed of 1.2 m/s. If thelamp is 3.6 m above the ground, find the lengthof her shadow after 4 seconds.

Answer»
67822.

Find k if (2, 3), (4, k) and 6,-3) are collinear

Answer»

If points are collinear, then area is 0

Area=(1/2)[2(k+3)+4(-3-3)+6(3-k)]

0=(1/2)[2k+6+4(-6)+18-6k]

0=(1/2)[2k+6-24+18-6k]

0=(1/2)[-4k+36]

0=-2k+18

k=18/2=9

67823.

Example : A girl of height 90 cm iswalking away from the base of alamp-post at a speed of 1.2 m/s. If the lampis 3.6 m above the ground, find the lengthof her shadow after 4 seconds.

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67824.

3. Find k' such that the roots of the equation 2 x3 + 6x2 + 5x + k = 0 are in A. P

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67825.

a.n If the point P[2,2] is equidistant from the points A (-2, k) and B (-2k, 3) find K. Also tind tlength of AP

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67826.

What is the sum of the first n odd natural numbers?

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67827.

A bowler Ajay has given the following runs in five overs. Find thaverage of runs given by him.12, 05, 0, 18, 10

Answer»

total =45avg=45/5=9

Means

67828.

The mean of first odd n natural numbers isa) nThe mean of 18 observation is 7 and ifeach obcerunti19.b) 2nc) n+2d)220.

Answer»

1,3,5,7....n+1a=1d=2Sum=(n/2)[2+(n-1)2]=(n/2)(2n)=n^2Mean=Sum/n=noption a is correct

67829.

1990TOP-9.In a Cricket Test Series of 6 matches Hemant scored 102, 56, 230, 40, 180 and 124 runs.Find his average score per match.

Answer»

avg= 102+56+40+80+230+124/6

average = total score/ total no of matches= 102 + 56 + 230 + 40 + 180 + 124/6= 732/6= 122so his average score is 122 runs per match.

122 average score runs per match is the best answer.

the average score is 122 runs per march

the right answer is 122

avg score is 122 is the best solution.

67830.

Agirl of height 90 cm is walking away from the base of a lamp-post atapeed of 1.2 m/s. If the lamp is 3.6 m above the ground, find the length ofher shadow after 4 seconds.

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67831.

1.Find the volume of a cube whose edge is 3.5 cm long.It ue lonath is 5cm,breadth is 90 cm and height is 6 c

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67832.

Example 7 : A girl of height 90 cm iswalking away from the base of alamp-post at a speed of 1.2 m/s. If the lampis 3.6 m above the ground, find the length

Answer»
67833.

5. If α, β are zeroes of quadratic polynomial x--(k + 6) x + 2 (2k-1). Find k if2

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Let α and β are zeroes of the polynomial = x² - (k + 6)x + 2(2k –1).

On comparing with ax²+bx+c=0a= 1, b= -( k+6) , c = 2(2k –1)

Sum of zeroes (α+β)= -b/a = -(-(k+6))/1α+β= (k+6)…………....(1)

Product of roots = c/a = 2(2k –1)/1α.β= c/a = 4k -2…………(2)

Given: (α+β) = ½(αβ ) (k+6) = ½( 4k -2)[From eq 1 & 2]2 (k +6 )= 4k -22k +12 = 4k -22k -4k = -2 -12-2k = -14k = 14/2

k = 7

67834.

pirl of height 90 cm is walking away from the wase ost at a speed of 1.2 m/s If the lamp is 3 6 m abore the gondind the length of her shadow alter 4 seconds

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67835.

A girl of height 90 cm is walking away from thebase of a lamp-post at a speed of 1.2 m/s. If thelamp is 3.6 m above the ground, find the lengthof her shadow after 4 seconds.

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67836.

[CBSE 2014119. If the point P (2, 2) is equidistant from the points A(-2, k) and B (-2k, -3), find k. Also,find the length of AP

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67837.

ofthequadratic polynomial (k + kr + 68x+ 6k is reciprocal of the15. If one zero theother, find k.Ifa and β are the zeroes of the polynomial x2-5x + mi such that αβ1, findm.if the sum of squares of zeroes of the polynomial x-8x +kis 40, find the valueof k.18. If a and ß are zeroes of the polynmomial -t4, form a quadratic polynomiwhose zeroes are and

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67838.

Find the mean of first 7 odd natural numbers.

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1,3,5,7,9 these are the odd natural numbers

67839.

Q.NO. 2Write the next number in the pattern:a) 1, 2, 4, 8, 16,

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67840.

v वर 2l + D + AV = D 4 o+ 3L0 (08 + Y =10~ 30 - WO~ 0 + 80 + FO O. Dg0 T G0 a0 Sy Nk पन्य सर ऋ ऐप ' शक कि

Answer»
67841.

In a cricket match, the performance of two bowlers was as follows:Bowler A gave 85 runs in 10 overs.Bowler B gave 56 runs in 6 overs.Whose performance was better?

Answer»

Bowler A = 85 runs in 10 overs

Bowler B = 56 runs in 6 overs

For 1 over,

Bowler A = 85/10 = 8.5

Bowler B = 56/6 = 9.3

SO, Bowler B is better

67842.

1—tan® 30° 1SE B’ = T 3.1 Etan” g0 2

Answer»

cos(60°) = 1/2

1 - tan²(30°)-------------------1 + tan²(30°)

1 - (1/√3)²-----------------------1 + ( 1√3)²

1 - 1/3---------------1 + 1/3

2/3-------------- 4/3

= 1/2

67843.

बज करण कक..."ड () x>+ax+3=0 FNFACH G0 e 1 2T, & न्न भोन निर्णश कत्ि ।ey e आन रा

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67844.

कीजिए कि ./5 एक अपरिमेय संख्या है।._ सिद्ध कौजिए कि 3 + 245 एक अपरिमेय संख्या है।s कीजिए कि निम्नलिखित संख्याएँ अपरिमेय हैं:1g0 - o D 08

Answer»

sar iska answer kya hoga

67845.

g Wt [ 4l il . of Y g0 Mot e Line LoylT 3Y) wnol (2 3) s 740,,,//4/ Lo A elol (o ] D

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67846.

&- 8८ avd b4 e amd—FTd "‘M ८0120 (0 a; MD R dipe ate. xalisd- 1A Qi g0 a MMEW 4{; 24 3b y RS N sy ४ न

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67847.

A girl of height 90 cm is walking away from thebase of a lamp post at a speed of 1.2 m/s. If thelamp is 3.6 m above the ground, find the lengthof her shadow after 4 seconds.PIO.

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67848.

(-1 x G0 L8

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(-13)×{10+(-6)}(-13)×{10-6}(-13)×4=-52

67849.

us-29K+I, 2kfind find K

Answer»
67850.

4. The algebraic expression for a certain number pattern is 5x + 4. Find the 5th, 10th, 15th and 20th terriof the pattern.

Answer»

5 the term will be5*5+42910th term = 50+45415th term = 75+4= 7920th term = 20*5+4104