Determine whether the given function is exponential or not. If it is exponential, identify the value of the base a.
-$\begin{array}{rl}
\hline x & H(x) \
\hline-1 & 3 \
0 & 7 \
1 & 11 \
2 & 15 \
3 & 19
\end{array}$
A) Exponential; $a = 3$
B) Exponential; $a = 4$
C) Exponential; $a = 7$
D) Not exponential

Question

Quizplus · Accepted Answer

The function is not exponential because the difference between consecutive outputs is constant (4), indicating a linear, not exponential, relationship.

Determine Whether the Given Function Is Exponential or Not xH(x)−1307111215319\begin{array}{rl}\hline x & H(x) \\\hline-1 & 3 \\0 & 7 \\1 & 11 \\2 & 15 \\3 & 19\end{array}x−10123​H(x)37111519​​

Determine Whether the Given Function Is Exponential or Not $\begin{array}{rl}\hline x & H(x) \\\hline-1 & 3 \\0 & 7 \\1 & 11 \\2 & 15 \\3 & 19\end{array}$