Question

Solve the Exponential Function: $x^2 * 2 - 2^x = 0$

Answer 1

Given the equation of the exponential function:

$x^2\cdot2-2^x=0$

We will solve the equation using the graph

the graph of the function is as shown in the following picture:

The solution to the equation will be the values of (x) at the point of intersection with the x-axis

As shown, there are 3 points of x-intercepts

So, the solution to the equation will be:

$x=\mleft\lbrace-0.58,1,6.32\mright\rbrace$