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. The value of (2p^2q^3/3xy)^u where p, q, x, y is not equal to 0. Equals to ? *?
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. The value of (2p^2q^3/3xy)^u where p, q, x, y is not equal to 0. Equ...
Solution:

Given expression is (2p^2q^3/3xy)^u

Let's simplify the expression step by step.

Step 1: Simplify the expression inside the parenthesis.

2p^2q^3/3xy

= (2/3) * (p^2/q^2) * (q/y)

= (2/3) * (p/q)^2 * q/y

Step 2: Substitute the simplified expression back into the original expression.

(2p^2q^3/3xy)^u

= [(2/3) * (p/q)^2 * q/y]^u

= (2/3)^u * (p/q)^(2u) * (q/y)^u

Therefore, the value of (2p^2q^3/3xy)^u is (2/3)^u * (p/q)^(2u) * (q/y)^u.
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. The value of (2p^2q^3/3xy)^u where p, q, x, y is not equal to 0. Equ...
The value of (2p^2q^3/3xy)^u where p, q, x, y is not equal to 0. Equals to ? *?
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. The value of (2p^2q^3/3xy)^u where p, q, x, y is not equal to 0. Equals to ? *?
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. The value of (2p^2q^3/3xy)^u where p, q, x, y is not equal to 0. Equals to ? *? for CA Foundation 2024 is part of CA Foundation preparation. The Question and answers have been prepared according to the CA Foundation exam syllabus. Information about . The value of (2p^2q^3/3xy)^u where p, q, x, y is not equal to 0. Equals to ? *? covers all topics & solutions for CA Foundation 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for . The value of (2p^2q^3/3xy)^u where p, q, x, y is not equal to 0. Equals to ? *?.
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