Suppose that $a, b$, and $c$ are integers with $a$ negative and odd, $b$ positive and even, $c$ positive and odd, and $d$ positive and odd. Which of the following functions corresponds to the graph below?

A) $y=-e^{x}$
B) $y=-\frac{1}{e^{x}}$
C) $y=-a x^{b}$
D) $y=-\frac{c}{x^{d}}$
E) $y=\left|\frac{c}{x^{d}}\right|$
F) $y=c x^{d}$

Question

Suppose that $a, b$, and $c$ are integers with $a$ negative and odd, $b$ positive and even, $c$ positive and odd, and $d$ positive and odd. Which of the following functions corresponds to the graph below?
 
A) $y=-e^{x}$ 
B) $y=-\frac{1}{e^{x}}$ 
C) $y=-a x^{b}$ 
D) $y=-\frac{c}{x^{d}}$ 
E) $y=\left|\frac{c}{x^{d}}\right|$ 
F) $y=c x^{d}$

Quizplus · Accepted Answer

The Answer of Suppose that $a, b$, and $c$ are integers with $a$ negative and odd, $b$ positive and even, $c$ positive and odd, and $d$ positive and odd. Which of the following functions corresponds to the graph below?
 
A) $y=-e^{x}$ 
B) $y=-\frac{1}{e^{x}}$ 
C) $y=-a x^{b}$ 
D) $y=-\frac{c}{x^{d}}$ 
E) $y=\left|\frac{c}{x^{d}}\right|$ 
F) $y=c x^{d}$

Suppose That a,ba, ba,b , And ccc Are Integers With aaa Negative and Odd

Suppose That $a, b$ , And $c$ Are Integers With $a$ Negative and Odd