Suppose that the graph of $y = \log _ { 2 } x$ is drawn on a coordinate grid where the unit of measurement is an inch. How many miles to the right of the origin do we have to move before the height of the curve reaches $2 \mathrm { ft }$.
A) $1264.79 \mathrm { mi }$
B) $264.79 \mathrm { mi }$
C) $3264.79 \mathrm { mi }$
D) $4264.79 \mathrm { mi }$
E) $2264.79 \mathrm { mi }$

Question

Suppose that the graph of $y = \log _ { 2 } x$ is drawn on a coordinate grid where the unit of measurement is an inch. How many miles to the right of the origin do we have to move before the height of the curve reaches $2 \mathrm { ft }$. 
A) $1264.79 \mathrm { mi }$
B) $264.79 \mathrm { mi }$
C) $3264.79 \mathrm { mi }$
D) $4264.79 \mathrm { mi }$
E) $2264.79 \mathrm { mi }$

Quizplus · Accepted Answer

The Answer of Suppose that the graph of $y = \log _ { 2 } x$ is drawn on a coordinate grid where the unit of measurement is an inch. How many miles to the right of the origin do we have to move before the height of the curve reaches $2 \mathrm { ft }$. 
A) $1264.79 \mathrm { mi }$
B) $264.79 \mathrm { mi }$
C) $3264.79 \mathrm { mi }$
D) $4264.79 \mathrm { mi }$
E) $2264.79 \mathrm { mi }$

Suppose That the Graph Of y=log⁡2xy = \log _ { 2 } xy=log2​x

Suppose That the Graph Of $y = \log _ { 2 } x$