For any two non-zero integers x and y, x³ ÷ y³ is equal to
a. (x/y)²
b. (x/y)³
c. (x/y)⁴
d. (x/y)⁶

Solution:

Given, two non - zero integers x and y.

We have to find the value of x³ ÷ y³

For any non-zero integers ‘a’ and ‘b’ and whole numbers m and n,

a^m ÷ b^m = (a/b)^m

Here, a = x and b = y

Also, m = 3

Therefore, x³ ÷ y³ = (x/y)³

✦ Try This: For any two non-zero integers a and b, a³ ÷ b³ is equal to

Given, two non - zero integers a and b.

We have to find the value of a³ ÷ b³

For any non-zero integers ‘a’ and ‘b’ and whole numbers m and n,

a^m ÷ b^m = (a/b)^m

Here, m = 3

Therefore, a³ ÷ b³ = (a/b)³

☛ Also Check: NCERT Solutions for Class 7 Maths Chapter 13

NCERT Exemplar Class 7 Maths Chapter 11 Sample Problem 3

For any two non-zero integers x and y, x³ ÷ y³ is equal to: a. (x/y)², b. (x/y)³, c. (x/y)⁴, d. (x/y)⁶

Summary:

For any two non-zero integers x and y, x³ ÷ y³ is equal to (x/y)³

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