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2 votes
Solve:
7(x + 4)
(x - 6) 32[x - 3(x + 5)].​

User Trincot
by
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1 Answer

2 votes

Answer:

if each is a different equation then in the first one we will multiply 7 by x and 7 by 4 which is equal to 7x + 28

and the second will be x -6 since there isn't anything before it and then it will be x-6 +32 [x - 3x - 15] here it was -15 because 3 is negative and negative multiplies by positive is negative then the is x -6 + 32x - 96x - 480 then we organize them x+32x -96x -6 -480

. = -63x + 486

here it was positive 486 cause negative plus negative is positive

Step-by-step explanation:

the equation will be

equation 1. 7(x+4)

7x + 28

equation 2. (x - 6) 32[x - 3(x + 5)].

x-6 + 32(x - 3x + 15)

x - 6 + 32x - 96x - 480

x + 32x - 96x -6 - 480

-63x + 486

or atleast this is the way I know

User YongsunCN
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