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Question

What should be subtracted from 3xz4y+5xy+20 to obtain xy+6xy+5xz+20?

A
2xzxy3y+x
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B
2xz+xy3y+x
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C
2xz+xy+3yx
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D
2xzxyy+x
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Solution

The correct option is A 2xzxy3y+x
Let the expression to be subtracted from 3xz4y+5xy+20 be A.
(3xz4y+5xy+20)A=(xy+6xy+5xz+20)
A=(3xz4y+5xy+20)(xy+6xy+5xz+20)
Grouping all the like terms together, we get
A=(3xz5xz)+(5xy6xy)+(4y+y)+(x)+(2020).
A=2xzxy3y+x
Hence, the expression that is to be subtracted from 3xz4y+5xy+20 is 2xzxy3y+x.

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