The answer is B.
The absolute value is the "positive version" of a number. So, the absolute value does nothing to positive numbers, and switches the sign of negative numbers. Here are some examples:
So, as you can see, the result of an absolute value can't be negative, and as such, it can't be less than a negative number.
Answer:
A. c (in $) = 110(8) +175
Step-by-step explanation:
$175 is the starting price so in terms of an equation or an equation of a line it is the "b" or y-intercept.
c is the "y" or the depedent variable to solve for.
$110 is the increasing interval that is multiplied by the known variable, "x".
8 is the second variable, "x" but is known.
Cos(x+2x) + cosxcos2x - sinxsin2x
Answer:
(x + 7)² + ( y - 8)² = 158
Step-by-step explanation:
x² + 14x + y² - 16y - 45 = 0
x² + 14x + y² - 16y = 45
x² + 14x + 49 + y² - 16y + 64 = 45 + 49 +64
(x² + 14x + 49) + (y² - 16y + 64) = 158
(x + 7)² + ( y - 8)² = 158