How many terms are identical in the two APs 1,3,5,....... up to 120 terms and 3,6,9,.....up to 80 terms?
Q87?
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in triangle ABC, a line PQ parallel to BC cuts AB at P and AC at Q. BQ bisects angle PQC, then which of the following relation is always true
a.) BC equal to CQ
b.) BC equal to BQ.
c.) BC not equal to CQ.
d.) BC not equal to BQ.
Answer is option A.
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Easy one
Both the H.C.F and the difference of two numbers is 4. If the L.C.M of the two numbers is a three digit number, then what is the maximum possible value of the smaller number?
Find the remainder when 73 X 75 X 78 X 57 X 197 is divided by 34
Mohit moves with a constant speed of 3 steps/second and Sonal moves with a constant speed of
1 step/second on an escalator. When the escalator moves downward at a constant speed, Mohit
takes 90 steps while Sonal takes 60 steps to reach the bottom from the top of the escalator. How
many steps would be visible in the escalator when it becomes stationary?
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Q3..?
41^451 (mod25) = ..?
What is the remainder when 13^66 - 23 is divided by 183?
How many zeros will be there at the end of the expression (2!)^2! + (4!)^4! + (8!)^8! + (9!)^9! + (10!)^10! + (11!)^11! ?
A man saves 200 at the end of each year and lends the money at %%CI. How much money he would have made at the end of three years? Ans Rs.662.02. How?
The 1st , 8th and 22nd terms of an AP are three consecutive terms of a GP , Find the common ratio of the GP, given that the sum of the first twenty-two terms of the AP is 385.
The internal angles of a plane polygon are in AP. The smallest angle is 100 degrees and the common difference is 10 degrees . Find the number of sides of the polygon.
In Cricket, a batsman can score 0, 1, 2, 3, 4 or 6 runs of a ball. What is the number of distinct
sequences in which exactly 30 runs can be scored in an over of six balls? Assume that all the runs
are scored by batsmen only and there are no extra balls/runs.
Find all three digits number whose sum of digits is divisible by 3 ?
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