Let $y=p(x)$ be defined by the following graph, and let $y_{0}=p\left(x_{0}\right)$ and $y_{1}=p\left(x_{1}\right)$.

Which of the following two values is greater?
A) $ p\left(x_{0}-1\right)$
B) $ p\left(x_{0}\right)$

Question

Let $y=p(x)$ be defined by the following graph, and let $y_{0}=p\left(x_{0}\right)$ and $y_{1}=p\left(x_{1}\right)$.

Which of the following two values is greater?
A) $ p\left(x_{0}-1\right)$ 
B) $ p\left(x_{0}\right)$

Quizplus · Accepted Answer

The Answer of Let $y=p(x)$ be defined by the following graph, and let $y_{0}=p\left(x_{0}\right)$ and $y_{1}=p\left(x_{1}\right)$.

Which of the following two values is greater?
A) $ p\left(x_{0}-1\right)$ 
B) $ p\left(x_{0}\right)$

Let y=p(x)y=p(x)y=p(x) Be Defined by the Following Graph, and Let y0=p(x0)y_{0}=p\left(x_{0}\right)y0​=p(x0​) And y1=p(x1)y_{1}=p\left(x_{1}\right)y1​=p(x1​)