The cube root of a quotient of two perfect cubes is the -of their cube roots.
Answers
Answered by
5
The cube root of a quotient of two perfect cubes is the QUOTIENT of their cube roots.
Step-by-step explanation:
Let say two perfect Cubes are
a³ & b³
quotient of two perfect cubes is = a³/b³
The cube root of a quotient of two perfect cubes = ∛(a³/b³)
= ∛(a/b)³
= a/b
The cube root of a quotient of two perfect cubes = a/b
cube root of a³ = ∛a³ = a
cube root of b³ = ∛ b³ = b
Quotient of cube root of a³ & b³ = a/b
=> The cube root of a quotient of two perfect cubes = Quotient of cube root of a³ & b³
Learn more:
540x50 isout64(ii) The maximum(ii) The cube root of 540x50 is0.OH ...
https://brainly.in/question/14829939
On dividing x cube minus 3 X square + X + 2 by polynomial P of X the
https://brainly.in/question/9540435
Similar questions