Find the value of n such that x2 – 10x + n is a perfect square trinomial.
2 answers:
In a perfect square trinomial , the terms are in the form of
, so that it can be factored and we get
Now lets compare the given expression
Now we can compare this with
we get a=x , 2ab = -10x
So we get
2(x) b = -10x
it means 2b = -10
b=-5
But
Hence, n= 25
<span>value of n such that x2 – 10x + n is a perfect square trinomial.
ANSWER: 25</span>
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Answer:
C
Step-by-step explanation:
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B hopefully, the maximum was always less
The answer would be six and 1 tenths or 6 and 1/10
You have to multiply them
Answer:12
Step-by-step explanation:
1/4x-6=-3
1/4x=-3+6=3
x=3*4=12