Question

verify the following. (-32)×(-2)+(-1)=(-32)×(-2)+(-32)×(-1)​

Answer 1

Answer:

(−32x)(−2−1)=(−32)(−2)+(−32x)(−1)

\rm Step\: 1: Simplify\: both\: sides\: of\: the\: equation.Step1:Simplifybothsidesoftheequation.

\sf (−32x)(−2−1)=(−32)(−2)+(−32x)(−1)(−32x)(−2−1)=(−32)(−2)+(−32x)(−1)

\sf 96x=64+32x96x=64+32x

\sf 96\:x=32\:x+6496x=32x+64

\rm Step \:2:\: Subtract\: 32x\: from \:both\: sides.Step2:Subtract32xfrombothsides.

\sf 96x−32x=32x+64−32x96x−32x=32x+64−32x

\sf 64x=6464x=64

\rm \:Step\: 3: \:Divide\: both\: sides\: by\: 64.Step3:Dividebothsidesby64.

64x \div 64 \: =646464x÷64=6464

x=1

\sf Answer:Answer:

\sf x=1x=1

Step-by-step explanation:

please mark me as brainlist answer