The missing parts in the equation (n − p) (+) = n² - p² are (n + p). This is because the difference of two squares can be factored as the product of the two numbers, plus and minus their sum. In this case, the two numbers are n and p, and their sum is n + p. Therefore, the equation can be rewritten as (n − p)(n + p) = n² - p².
Answers & Comments
Answer:
(n − p) (n+p) = n² - p²
Explanation:
The missing parts in the equation (n − p) (+) = n² - p² are (n + p). This is because the difference of two squares can be factored as the product of the two numbers, plus and minus their sum. In this case, the two numbers are n and p, and their sum is n + p. Therefore, the equation can be rewritten as (n − p)(n + p) = n² - p².
Verified answer
Answer:
n² - p² = (n + p)(n - p)
Explanation:
-Jaz
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