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Find the value of N such that each expression is a perfect square trinomial for each of the following questions

1) p^2 - 6p + n

2) m^2 - 8m + n

3) v^2 + 24v + n

4) y^2 - 40y + n

5) v^2 - 36w + n

Respuesta :

joseaaronlara

Answer:

The answers are below

Step-by-step explanation:

1) p² - 6p + n =  p² - 6p + (3)² = (p-3)²         n = 9  

2) m² - 8m + n  = m² - 8m + (4)² = (m-4)²       n= 16

3) v² + 24v + n  =  v² + 24v + (12)² = (v + 12)²   n=144

4) y² - 40y + n  = y² - 40y + (20)² = (y - 20)²    n= 400

5) v² - 36w + n =  v² - 36w + (18)² = (v - 18)²  n = 324

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