Question

(Q4) Solver the inequality.
6^x < 3^x

Answer 1

Answer:

D

Step-by-step explanation:

We need to graph both  $6^x$  and  $3^x$  and figure out the x-value at which the graph of  $6^x$ is LESS THAN that of the graph of $3^x$.

The attached picture shows the graph of  $6^x$ in BLUE and the graph of  $3^x$ in RED.

We need to find x-value where the BLUE graph is "BELOW" the RED graph. We can see that this occurs when x < 0.

Thus the correct answer is  D