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3251.

1. Construct a right angled triangle whosehypotenuse is 5 cm and other side is 3 cm.

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3252.

4 a ^ { 2 } + b ^ { 2 } + 25 c ^ { 2 } - 4 a b - 10 b c + 20 c a

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3253.

u), Suel that a+b--2, For eg:-18+92write five paibecause 10 2)5.9.rs of integers (a,b) such that a รท b =-5. One such pair is (10,-2)

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(5,-1)(20,-4)(-5,1)(-20,4)(-10,2)

3254.

1. The circumference of a circle is 176 cm.s radiusSolution:

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3255.

(4*(a*(b^2*(-5*a*b^3))))/((10*(a^2*b^2)))

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-2 b^3 is the correct answer of your question

-2 b^3 is correct answer

-2^3 is correct answer

3256.

0Ocm is divided in to two parts by drawing a plane through the mid-point of its axisparallei to its base. Compare the volume of two parts

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3257.

II. Given A{-1, 0, 2, 5, 6, 11)B = {-2,-10, 18, 28, 108) andf(x) = x2-x-2. Find f(A). Is f(A)-B?[M TTE A = {-1, 0, 2, 5, 6, 11}B = {-2,-10, 18, 28, 108)ys f(x)=-x-1

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3258.

Find the area of the shaded region in the following figure:SHOT ON REDMI NOTE5 PROMI DUAL CAMERA20 m

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Area of shaded region=20*7-π(7/2)²=140-38.48=101.52m²

3259.

25. The probability of A hitting a target isthe probability of B hitting the target is - and theprobability of C missing the target isWhat is the probability of the target being hit at leasttwice.

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P (A hits) = 4/5P (A not hits) = 1 - 4/5 = 1/5

P (B hits) = 3/4P (B not hits) = 1 - 3/4 = 1/4

P (C not hits) = 1/3P (C hits) = 1 - 1/3 = 2/3

Probability target hit at least twice =P(A hits)*P(B hits)*P(C not hits) + P(A hits)*P(B not hits)*P(C hits) + P(A not hits)*P(B hits)*P(C hits) + P(A hits)*P(B hits)*P(C hits)

= 4/5*3/4*1/3 + 4/5*1/4*2/3 + 1/5*3/4*2/3 + 4/5*3/4*2/3

= 12/60 + 8/60 + 6/60 + 24/60

= (20 + 30)/60

= 50/60

= 5/6

3260.

(6)n. The coinUl, what is the probability that it was taken out fromthe first purse.(Ans. 19/42,7/19)The probability that A can solve a problem is 4/5; that B can solve it is 2/2and that C can solve it is 3/7. If all of them try independently, find theprobability that the problem will be solved.(Ans. 101/105)A construction company is bidding for two contracts P and Q. Theprobability that the company gets the contract P is 3/7, and the probabilitythat it gets the contract Q is 5/9. The probability of the company gettingboth the contracts is 1/8. What is the probability that the company gets atleast one contract?(Ans. 433/504)(7)(8)The probability that a contractor gets an electric contract is 2/7, and that ofhis getting a plumbing contract is 3/5. If the probability of his getting atleast one of the contracts is 5/7, what is the probability of his getting boththe contracts?(Ans. 6/35)

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6)You need to find the probability that at least one of them solve the problem.

This is equal to, = 1 - probability that none will solve.

Because they will only fail when none of the A B C will solve problem. In other cases problem will be solved.

Probability that no one solve := [1-(4/5)]x [1-(2/3)] x [1-(3/7)]= 4/105

So the answer is = 1-(4/105) = 101/105

8) Probability that he is getting both contracts = prob. ELE * prob. PLU = (2/7)*(3/5) = 6/35

bacchon ko darane ke liye

3261.

13CBc 2005)(13/ The probability that a student will pass the final examination in both English and Hindiis 0.5 and the probability of passing neither is 0.1. If the probability of passing the Englishexamination is 0.75 what is the probability of passing the Hindi examination?

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3262.

in 3 trials of binomial distribution, the probability of exactly 2 successes is 9 times the probability of 3 successes. find the probability of success in each trial.

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Letprobabiltyofsuccesbep,henceaccordingtoquestion3C2p2(1−p)=9×3C3p3⇒3p2(1−p)=9p3⇒1−p=3p⇒4p=1⇒p=14

sdtvhf431-326+46742

3263.

FindIn 3 trials of a binomial distribution, the probability of exactly 2 successes is 9 times the probability of 3 successes.the probability. of success in each trial.For 6 trials of an experiment, let X be a binomial variate which satisfies the relation 9P(X )X2). Find theprobability of success.

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Letprobabiltyofsuccesbep,henceaccordingtoquestion3C2p2(1−p)=9×3C3p3⇒3p2(1−p)=9p3⇒1−p=3p⇒4p=1⇒p=14

3264.

19.In an entrance test that is graded on the basis of two examinations, the probabilityof a randomly chosen student passing the first examination is 0.8 and the probabilityof passing the second examination is 0.7. The probability of passing atleast one ofthem is 0.95. What is the probability of passing both?

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3265.

a coin is tossed three times .I) find the probability of at least two head ii) find the probability not being the same result in each care iii) find the probability of taking curt tail

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If you toss a coin thrice then one of the following 8 outcomes is possible.

HHH

HHT

HTH

HTT

THH

THT

TTH

TTT

Favourable outcome = HHT or THH or HTH

No. Of favourable outcome (FO)= 3

Total No. Of outcome (TO) =8

Probability =FO/TO =3/8

3266.

3. Circumference of a circular sheet is 176 cm. Find its area.==4A gardener wants to fomen

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The answer is 2464.99

2464.99 is the correct answer of this question

2464 is the correct answer.

3267.

the circumference of the base of a cylinder is 176 cm and its height is 65 cm find its lateral surface area

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given, area of base =2πr=176height =65we know that, lateral surface area = 2πrh = 176*65

3268.

V0 पक से०: सफर के फंस:

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Oceansare the lifeblood of planet Earth and humankind. They flow over nearly three-quarters of our planet, and hold 97% of the planet's water. They produce more than half of the oxygen in the atmosphere, and absorb the most carbon from it.

Like my answer if you find it useful!

3269.

Find the radius of a circle whose circumference is 176 cm.

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3270.

If circumference of a circle is 176 cm, find its radius.

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r = 28.

3271.

The area of a trapezium is 176 cm' The distance between paralel sides is 8 cm and one ofthem parallei sides is 10 cm. Find the otherQ10.

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3272.

factorise12x²-7x+1

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12x^2-4x-3x+14x(3x-1)-1(3x-1)(3x-1)(4x-1)

3273.

3. Find the radius of a circle whose circumference is 176 cm.

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let radius be r

circumference 176

but circumference of circle is 2pier

2pie×r =1762×22/7×r=176r=176×7/44r=28

3274.

12x^2-7x+1

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thanks

thank you very much

3275.

Two dice are thrown simultaneously. Find the probability of getting a sum 8

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it is not a answer

3276.

Two dice are thrown simultaneously. What is the probabilitytotal score is aprime number

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number of possible outcomes=(1,1),(1,2),(1,4),(1,6),(2,1),(2,3),(2,5),(3,2)(3,4)(4,1)(4,3)(5,2)(5,6)(6,1)(6,5)=15

Probability = 15/36 = 5/12

3277.

92. Two dice are thrown simultaneously.The probability of getting a total score5 is:

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When two dice are thrown total number of outcomes = 6*6= 36

Possible outcomes for score 5 are (1,4), (2,3), (3,2), (4,1)

Therefore,Probability of getting score of 5 when two dice are thrown= 4/36 = 1/9

P (sum as 5) 4/36=1/9

3278.

Two dice are thrown simultaneously.he probability of getting a total score25 is:

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3279.

If three dice are thrown simultaneously, then the probability of getting a score of 5 is

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3280.

Two dice are thrown simultaneously. What is the probability that the total score is aprime number?

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3281.

Two dice are thrownsimultaneously. If X denotes the number of sixes.Find the mean jexpectation) of X

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3282.

22.A coin is tossed 200 times and it is found that head comes up 114 times and tail 86 times.If a coin is tossed at random, what is the probability of getting (1) a head (ii) a tail?

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3283.

12.A coin is tossed 200 times and it is found that head comes up 114 times and tail 86 times.If a coin is tossed at random, what is the probability of getting (i) a head (11) a tail?

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bhai answer

bhai nahi aya

3284.

(B2C).(ii) If ZA 90°, then find the value of tarn

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tan {(B+C)/2}=tan A/2=tan 90/2=tan 45=1

3285.

(2) If the value of tarn-s , then the value of sec θ is . . . . . . .

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We know tan² + 1 = sec²

So,

given tan = 3/5

(3/5)² + 1

9/25 + 1 = 34/25

So, sec² = 34/25

sec = √34/5

3286.

1. Find the circumference of a circle whose radius is(1) 10.5 cm3.5 m2. Find the circumference of a circle whose diameter is(1) 28 cm(i) 14 cmil) 35 cm10.5 m3. Find the radius of a circle whose circumfercnce is 176 cm4.) Find the diameter of a wheel whose circumference is 264 cm.Find the distance covered by the wheel of a car in 500 revolutions if the diameter of twheel is 77 cm.6. The diameter of the wheel of a car is 70 em. How many revolutions will it make to tra1.65 km?

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3287.

4.2 cm, BC = 6 cm,CD -.2 em, DA51. Construct a quadrilateral ABCD in which ABand AC = 8 cmAtlane

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3288.

4. The radius of a circle is 9cm. The area of another circle is 64 times the area of the first circle. Find the radius[Use π = 3.14]ot thé bigger circle

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3289.

33. Differentiate tan ) with respect to sin33. D-ith respect to sin-1Differentiate tarn12x

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3290.

Area of a circle is 49times the area of another circle with radius3cm. Find the radius of bigger circle.

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Area of small circle:

=22/7×3×3=198/7 cm sq.

now,

Area of bigger circle :

198/7×49=1386cm sq.

3291.

The area of circle is 100 times the area of another circle . What is the ratio of their circumference ?

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3292.

11. A circle has area which is 100 times the area of another circle. What is the ratioof theirCIcircumferences?

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3293.

59. If the ratio of the volumes of two spheres is 1: 8 then the ratio of theirsurface areas is

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3294.

11. A circle has area which is 100 times the area ofanother circle. What is the ratio of theircircumferences?20

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3295.

11. A circle has area which is 100 times the area ofanother circle. What is the ratio of theircircumferences ?20

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3296.

\frac{\pi D_{1} N}{60}=\frac{\pi \times 1 \times 400}{60}

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20.933 is the correct answer

3297.

( n + 2 ) ! = 60 \times ( n - 1 ) !

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(n+2)(n+1)n(n-1)!=60(n-1)!(n+2)(n+1)n=60so n=3

3298.

23+59

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The answer is to your question is 81

3299.

4 Discuss the Stanley-Miller and HaroldUrey's stimulation experiment.

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In the 1950's, biochemists Stanley Miller and Harold Urey, conducted an experiment which demonstrated that several organic compounds could be formed spontaneously by simulating the conditions of Earth's early atmosphere.

They designed an apparatus which held a mix of gases similar to those found in Earth's early atmosphere over a pool of water, representing Earth's early ocean. Electrodes delivered an electric current, simulating lightning, into the gas-filled chamber. After allowing the experiment to run for one week, they analyzed the contents of the liquid pool. They found that several organic amino acids had formed spontaneously from inorganic raw materials. These molecules collected together in the pool of water to form coacervates.

3300.

859i>

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q=3/2 is the right answer

4*5q=2*1520q=30q=30/20q=3/2

q=3/2 is the correct answer of the given question

5 q = (15×2)/45 q =15/2q = 15/(2×5)q = 3/2us correct answer

q=3/2 is the right answer