Ajay Kumar Solutions for Chapter: Numerical Ability, Exercise 1: Practice set

Consider the following flowchart:

$\boxed{Input}\to Subtract 8\to \boxed{ }\to Divide by 2\to \boxed{ }\to Add 16\to \boxed{Output}$

If the Output is $32$, the input must have been

The letters M, A, T, H, S denote positive real numbers such that M$\times$A$=12$, T$\times$H$=30$, A$\times$H$=24$, A$\times$T$=20$ and H$\times$S$=42$. Find the value of M$\times$A$\times$T$\times$H$\times$S.

Three fishermen caught fishes and went to sleep. One of them woke up, took away one fish and $\frac{1}{3}$rd of the remainder as his share, without other's knowledge. Later, the three of them divided the remainder equally. How many fishes were caught?

A positive integer larger than $2$ is called composite if it is not prime. What is the smallest prime number that is the sum of three different composite numbers?

If $a, b$ and $c$ are distinct positive integers such that $abc=16$, then determine the largest possible value of $a^b-b^c+c^a$.

In the subtraction shown, K, L, M, and N are the digits. What is the value of K$+$L$+$M$+$N?

$5K3L-M4N14451$

If $n$ is a positive integer, then $n\left(n+1\right)\left(n+2\right)\left(n+3\right)\left(n+4\right)\left(n+5\right)\left(n+6\right)$ is divisible by

On Independence Day, sweets were to be distributed amongst $350$ children. But on that particular day, $25$ children were absent. Thus, each child got $5$ extra sweets. How many sweets did each child get?