graph these two functions on the graphing calculator: y = 3x^2 and y = 3^x. based on the graphs on your…

graph these two functions on the graphing calculator: y = 3x^2 and y = 3^x. based on the graphs on your calculator, which function appears to grow faster? the exponential function complete. on the calculator, click on the graph of y = 3x^2 and trace to view the coordinates. when the x - coordinate is 4, what is the y - coordinate? 27 48 81 intro

graph these two functions on the graphing calculator: y = 3x^2 and y = 3^x. based on the graphs on your calculator, which function appears to grow faster? the exponential function complete. on the calculator, click on the graph of y = 3x^2 and trace to view the coordinates. when the x - coordinate is 4, what is the y - coordinate? 27 48 81 intro

Answer

Explanation:

Step1: Substitute x - value into function

We have the function $y = 3x^{2}$, and we need to find the y - value when $x = 4$.

Step2: Calculate y - value

Substitute $x = 4$ into $y=3x^{2}$, so $y = 3\times4^{2}=3\times16 = 48$.

Answer:

48