![arri05](/avatars/25671.jpg)
arri05
24.02.2020 •
Mathematics
2 Points
Which of the following best describes the relationship between (x - 5) and the
polynomial 2x2 - 7x- 15?
O
A. It is impossible to tell whether (x - 5) is a factor.
O
B. (x-5) is a factor
O
C. (x - 5) is not a factor.
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Ответ:
B. (x-5) is a factor.
Step-by-step explanation:
To find out the relationship among the factor and an expression, we have to factorise it as,
2x² - 7x - 15
Here, sum = coeff. of x = -7
Product = constant × coeff of x² = -15 × 2 = -30
Now we have to find 2 numbers, which satisfies the above 2 conditions are -10 and 3.
-10 +3 = -7
-10× 3 = -30
2x² - 7x - 15
= 2x²- 10x + 3x - 15
Taking common terms as,
= 2x(x-5) +3(x - 5)
= (2x+3) (x-5)
So the expression is factorized and (x-5) is one of the factors of the expression.
Ответ:
do be on that weird stuff tbh atleast u still got the points tho rt?
Step-by-step explanation: