# Choose the correct simplification of the expression (−2x + 10y)(4x − 6y). (1 point)

(−2x+10a)(4x−6a)=(−2x+10a)(4x+−6a)=(−2x)(4x)+(−2x)(−6a)+(10a)(4x)+(10a ) )(−6y)=−8×2+12xy+40xy−60y2=−8×2+52xy−60y2 Hope this helps!

(-2x+4a)(3x-7a)=-6x^2-28a^2

8 is the answer, hope this helps! I don’t see the options you have so I solved the expression

Use LEAF. -2x*4x = -8x^210y*-6y = -60y^210y*4x = 40xy-2x*-6y = 12xy Combine like terms (those in bold). 40xy + 12xy = 52xy Put all variables together .− 8x ^2 + 52xy − 60y^2

—> -6×2(expo) – 28y2(expo) + 26xy Review the answer just to be sure, it’s been a while since I’ve had algebra!

– 8x² + 36xy – 36y² Step by step explanation: Either (- 2x + 6y)(4x – 6y) Each term of the second factor is multiplied by each term of the first factor, or – 2x(4x – 6y) + 6y( 4x – 6y) ← distribute each parenthesis = – 8x² + 12xy + 24xy – 36y² ← put together identical terms = – 8x² + 36xy – 36y²

(-2x + 4y)(3x – 7y) = -6x^2 – 28a^2 + 12yx

(-2x+10Y)(4X-6Y) can be simplified to -8x+-60Y because you need to combine similar terms like -2x and 4x.

(-2x+4a)(3x-7a)=-6x^2-28a^2

btw^2 means square

– 8x² + 36xy – 36y² Step by step explanation: Either (- 2x + 6y)(4x – 6y) Each term of the second factor is multiplied by each term of the first factor, or – 2x(4x – 6y) + 6y( 4x – 6y) ← distribute each parenthesis = – 8x² + 12xy + 24xy – 36y² ← put together identical terms = – 8x² + 36xy – 36y²

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