Answer the Question $\frac { 16 ( y - 3 ) } { 4 ( y - 5 ) } \div \frac { ? } { ( y - 5 ) ( y + 9 ) } = \frac { 4 ( y + 9 ) } { ( y + 3 ) }$

question 121

Multiple Choice

Answer the question.
-In the given problem $\frac { 16 ( y - 3 ) } { 4 ( y - 5 ) } \div \frac { ? } { ( y - 5 ) ( y + 9 ) } = \frac { 4 ( y + 9 ) } { ( y + 3 ) }$ , what must be the polynomial that is represented by the question mark?

• A) \(\frac { 16 ( y - 3 ) } { ( y + 3 ) ( y - 5 ) ^ { 2 } }\)
• B) \(( y + 3 ) ( y + 3 )\)
• C) \(\frac { ( y + 9 ) 2 ( y - 5 ) ^ { 2 } } { ( y + 3 ) ( y - 3 ) }\)
• D) \(( y - 3 ) ( y + 3 )\)

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