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4 votes
Level:8th

Rewrite one eighth times x cubed times y plus seven eighths times x times y squared using a common factor.

one fourth times x times y times the quantity 4 times x squared plus 28 times y end quantity

one fourth times x times y times the quantity x squared plus 7 times y end quantity

one eighth times x cubed times y squared times the quantity y plus 7 times x end quantity

one eighth times x times y times the quantity x squared plus 7 times y end quantity

2 Answers

6 votes

Answer: The dude above is right ;)

Explanation:

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User Barnaby
by
7.3k points
2 votes

Answer:

First statement;


{ \tt{ (1)/(8) {x}^(3)y + (7)/(8) x {y}^(2) }} \\ \\ = { \boxed{ \tt{ (1)/(8)xy( {x}^(2) + 7y)}}}

Second statement;


{ \tt{ ((1)/(4)y 4{x}^(3) ) + 28y}} \\ \\

Third statement;


{ \tt{( (1)/(4) y {x}^(3)) + 7y }} \\ \\

Forth statement;


{ \tt{ (1)/(8)x {}^(3) {y}^(3) + 7x }} \\ \\

Fifth statement;


{ \tt{ (1)/(8)x {}^(2) y + 7y }}

User Kerlens
by
8.1k points

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