Question

Replace the ? with numbers given and match the column by solving the puzzles.

If ? chocolates are shared equally among 8 students, how many chocolates will each student get?
$\text{(A)}?=48\left(P\right)600$
$\text{(B)}?=480\left(Q\right)6$
$\text{(C)}?=4,800\left(R\right)60$
$\text{(D)}?=48,000\left(S\right)6000$

• A. $A\to S;B\to P;C\to R;D\to Q$
• B. $A\to Q;B\to R;C\to P;D\to S$
• C. $A\to P;B\to R;C\to S;D\to Q$

Answer 1

The correct option is B $A\to Q;B\to R;C\to P;D\to S$

Number of students = 8
Number of chocolates each student get $=\frac{\text{number of chocolates}}{\text{number of students}}$
$=\frac{\text{number of chocolates}}{8}$

$\left(A\right)$ If number of chocolates is 48, then number of chocolates each student get $=48÷8$
$=6(\because 8\times 6=48)$
$A\to Q$

$\left(B\right)$ If number of chocolates is 480, then number of chocolates each student get $=480÷8$
$=\frac{48\times 10}{8}$
$=6\times 10$
$=60$
$B\to R$

$\left(C\right)$ If number of chocolates is 4,800, then number of chocolates each student get $=4800÷8$
$=\frac{48\times 100}{8}$
$=6\times 100$
$=600$
$C\to P$

$\left(D\right)$ If number of chocolates is 48,000, then number of chocolates each student get $=48000÷8$
$=\frac{48\times 1000}{8}$
$=6\times 1000$
$=6,000$
$D\to S$