In the given above, we have an equation that is equal to,
x² + bx - c = (x + m)(x - n)
If we are to apply distributive property on the items at the right hand side of the equation, the equation becomes,
x² + bx - c = x² - nx + mx - mn
Simplifying,
x² + bx - c = x² + (m-n)x - mn
If b is a positive number, m-n should be positive. Therefore, the value of m should be greater than the value of n in order for m-n to become positive.
Answer: GCF is 6
Step-by-step explanation:
Sort them out on paper
One sample could had been taken correctly and another could had took the approach by "wait-and-see"
Answer:
LEON (2.1), JASON (2.4), ASHLEY (2.5), MIKA (2.6)
Step-by-step explanation:
To order their perimeter from the least to the greatest, express all perimeters in decimals:
LEON = √17 - 2 = 4.1 - 2 = 2.1
MIKA = 1 + π/2 = 1 + 22/7*½ = 1 + 22/14 = 1 + 1.6 = 2.6
JASON = 12/5 = 2⅖ = 2.4
ASHLEY = 2.5
From least to greatest, we have: LEON (2.1), JASON (2.4), ASHLEY (2.5), MIKA (2.6)
Answer:4^\67
Step-by-step explanation:
