p2-6p+5=0
p2-6p+5=0
Factor the left side of the equation... I have no clue how to do this... 1) x2-y2=1 2) y2-x2/4=1 3) x2-y2/9=1
Which expression is a factor of 3ab - 6a + 4b - 8? Choose one answer. A. 4b - 2 B. 3a + 4 C. 3b - 4b D. 3ab - 2
Question 11 The math team sold 42 hamburger meals and 15 ribs meals at the pep rally for a total of $243. At the game that night they sold 36 hamburger meals and 30 ribs meals for a total...
a. yes, because the remainder is 126 b. no, because the remainder is –108 c. yes, because the remainder is –108 d. no, because the remainder is 126 (Pick one)
How would you factor 3x^2+19x+20
The answer cannot have imaginary numbers. I know the binomials must have d and plus. i am not sure what to do about the middle section.
What can be factored out of y^2-4y
Factor completely . 2y^3+3y^2−6y−9 Enter the factors as a product of two binomials. Enter the original expression if it cannot be factored.
Factor completely. x^2+3x−10 Enter the factors as a product of two binomials. Enter the original expression if it cannot be factored.
Factor completely. 5t^6−7t^3x−6x^2 Enter the factors as a product of two binomials. Enter the original expression if it cannot be factored.
Factor completely. 40s^2+34s−20 Enter the factors. Enter the original expression if it cannot be factored.
Sum of all the factors of 36 equals to ? My answer is 91 but in the book answer is 90. I think answer is wrong.
Solve 2x^2 + 8x -4 = 0 by completing the square. Solve (x^2 +x)^2 -3(x^2+x) +2=0 using substitution, factoring, and the quadratic formula
Factor 24v^9w^9+ 28v^5w^7y^8
The area of a doubles tennis court can be represented approximately by the trinomial x^2 - x - 42. Factor the area to find binomials that represent the length and width of the tennis court...
2a4-9a2+4
Sorry made mistake when I originally asked question: A. 3a-20 B. a-4 C. a+4 D. 3a+5
Please help with this and show all the steps. Thank you.
if the polynomial cannot be factored write prim