The Binomial (A+5) Is A Factor Of A2+7A+10. What Is The Other Factor? (A+2) (A+5) (A−2) (A−5)

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The Binomial (A+5) Is A Factor Of A2+7A+10. What Is The Other Factor? (A+2) (A+5) (A−2) (A−5). A^2 + 7a + 10 = (a + 5) (a + k) now, we need to find the value of k. The binomial (a + 5) is a factor of a 2 + 7a + 10.

The Binomial Theorem Practice Quizlet A+2 4
The Binomial Theorem Practice Quizlet A+2 4 from magicgouveiachukars.z21.web.core.windows.net

What is the other factor? It is given that, binomial (a + 5) is a factor of a 2 + 7a + 10. This is determined by finding two numbers that multiply to 10 and add to 7.

A^2 + 7A + 10 = (A + 5) (A + K) Now, We Need To Find The Value Of K.


The other factor of the quadratic expression a2 + 7a+ 10, given that a+ 5 is one factor, is a+ 2. To find the other factor, we can use the foil method, but in reverse. Since we are already given.

Let A 2 + 7A + 10 = A 2 + 5A + 2A + 10.


See the steps and answer from chegg.com experts. The binomial (a + 5) is a factor of a 2 + 7a + 10. First, we know that (a + 5) is a factor of a^2 + 7a + 10.

This Is Determined By Finding Two Numbers That Multiply To 10 And Add To 7.


Given one of the factors of the quadratic expression, we will determine what the other factor is. We can perform long division to determine the other factor. It is given that, binomial (a + 5) is a factor of a 2 + 7a + 10.

So, We Can Write The Expression As:


What is the other factor? You can factor it to: Find the other factor of a^2 + 7a + 10 that is a factor of (a + 5).

The Given Polynomial Is A^ {2} + 7A + 10 A2 +7A+ 10 And One Of The Factor Is A + 5 A +5.


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