A man has many chocolates and he takes $3^{7}$ chocolates and distributes it to $3^{4}$ students. How many chocolates does each student get?

Open in App

Solution

Given:
Number of chocolates taken by man $= 3^{7}$
Number of students $= 3^{4}$
The number of chocolates get by each student
$= \frac{3^{7}}{3^{4}}$
$= 3^{7 - 4}$ [ $∵ \frac{a^{m}}{a^{n}} = a^{m - n}, a \neq 0$ , (Quotient rule)]
$= 3^{3}$
$= 3 \times 3 \times 3$
$= 27$
Therefore, Each student get $27$ chocolates.

Suggest Corrections

Similar questions

A man has many chocolates and he takes $3^{7}$ chocolates and distributes it to $3^{4}$ students. How many chocolates do each student get if each student should get an equal number of chocolates? [2 MARKS]

Q. 810 chocholate boxes were equally distributed to 30 students and each box had 2 chocolates. How many chocolates did each student get?

Q. If 4824 chocolates are to be distributed among 12 students, how many chocolates would each student get?

16

chocolates need to be distributed among

4

children. How many chocolates did each student get

?

Q. Jack distributes 2 chocolates to each student on his birthday. The class has 3x boys and 4y girls. How many chocolates did Jack distributed?

Join BYJU'S Learning Program

A man has many chocolates and he takes 37 chocolates and distributes it to 34 students. How many chocolates does each student get?

Given:Number of chocolates taken by man =37Number of students =34 The number of chocolates get by each student =3734 =37−4 [∵aman=am−n,a≠0, (Quotient rule)] =33=3×3×3 =27Therefore, Each student get 27 chocolates.

A man has many chocolates and he takes $3^{7}$ chocolates and distributes it to $3^{4}$ students. How many chocolates does each student get?