|
Jack and Jill went up and down a hill. They started from the bottom and Jack met Jill again 20 miles from the top while returning. Jack completed the race 1 min a head of Jill. If the hill is 440 miles high and their speed while down journey is 1.5 times the up journey. How long it took for the Jack to complete the race ?
|
Answer
|
|
Data Sufficiency question:A, B, C, D have to stand in a queue in descending order of their heights. Who stands first? I. D was not the last, A was not the first. II. The first is not C and B was not the tallest.
|
Answer
|
|
One of the longest sides of the triangle is 20 m. The other side is 10 m. Area of the triangle is 80 m2m2. What is the another side of the triangle?
|
Answer
|
|
Data Sufficiency Question:a and b are two positive numbers. How many of them are odd? I. Multiplication of b with an odd number gives an even number. II.a2a2 - b is even.
|
Answer
|
|
Mr. T has a wrong weighing pan. One arm is lengthier than other. 1 kilogram on left balances 8 melons on right, 1 kilogram on right balances 2 melons on left. If all melons are equal in weight, what is the weight of a single melon.
|
Answer
|
|
a, b, b, c, c, c, d, d, d, d, . . . . . . Find the 288th letter of this series.
|
Answer
|
|
If ABC =C3C3 and CAB = D3D3, Then find D3÷B3D3÷B3
|
Answer
|
|
There are three trucks A, B, C. A loads 10 kg/min. B loads 13 1/3 kg/min. C unloads 5 kg/min. If three simultaneously works then what is the time taken to load 2.4 tones?
|
Answer
|
|
If A = $x^3y^2x^3y^2$ and B=$xy^3xy^3$, then find the HCF of A, B
|
Answer
|
|
HERE = COMES - SHE, (Assume s = 8)Find value of R + H + O
|
Answer
|
