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Find an expression which represents the difference when 
(x-7) is subtracted from 
(x+8) in simplest terms.
Answer:

Find an expression which represents the difference when (x7) (x-7) is subtracted from (x+8) (x+8) in simplest terms.\newlineAnswer:

Full solution

Q. Find an expression which represents the difference when (x7) (x-7) is subtracted from (x+8) (x+8) in simplest terms.\newlineAnswer:
  1. Distribute subtraction: To find the difference when (x7)(x - 7) is subtracted from (x+8)(x + 8), we need to perform the subtraction (x+8)(x7)(x + 8) - (x - 7).
  2. Combine like terms: We distribute the subtraction across the terms in the parentheses, remembering to change the sign of the terms in the second polynomial because of the subtraction: (x+8)x+7(x + 8) - x + 7.
  3. Add numbers: Now we combine like terms. The xx terms cancel each other out, and we are left with 8+78 + 7.
  4. Add numbers: Now we combine like terms. The xx terms cancel each other out, and we are left with 8+78 + 7.Adding 88 and 77 gives us 1515.

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