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Question

Identify terms which contain x and y2, and give the coefficients of x and y2.
(i) 13y28yx
(ii) 2x2y15xy2+7y2

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Solution

Answer:
(i) −8𝑦𝑥 is the term containing 𝑥 and 13y2 is the term containing y2.
The coefficient of 𝑥 in −8𝑦𝑥 is −8𝑦.
The coefficient of y2 in 13y2 is 13.

(ii) 2x2y and 15xy2 are the terms containing 𝑥 and 15xy2 and 7y2 are the terms containing y2.
The coefficient of 𝑥 in 2x2y is 2𝑥𝑦.
The coefficient of 𝑥 in 15xy2 is -15𝑦2.
The coefficient of y2 in 15xy2 is -15𝑥.
The coefficient of y2 in 7y2 is 7.

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