The graph of an exponential function is given. Match the graph to one of the following functions.

Fix=x^2-1  sketch the graph of the function

For an exponential fuction in the form f(×)=ab^×what does the value of a and b represent A. a represent the y- intercept and b represents the x- intercept B. a represents the common ratio and b represent the y- intercept C.a represents the y- intercept and b represents the common ratio. D. a represents the x-intercept and b represent the y - intercept.

ball is hit in the air. Its height h, in feet t seconds after it is hit is modeled by the equation h(t) = 4 + 50t -32t^2. Which equation models the height of a ball following the same path but is hit 3 seconds after the first ball? Match each expression to a description of the transformation from the parent function (f(x))

Graph the exponential function. f(x)=2^xPlot five points on the graph of the function. Then click on the graph-a-function button. Provide the points and use the graph provided.

solve and graph y=2(2^x)

identify the end behavior for the function y = x^3 - 3x^2 - 4x +12

Which equation represents the number of years (t) that it takes $200 to grow to $500 if it is growing at an exponential rate of 15% per year? A 500=200(0.15)^t B 500=0.15(200)^t C 500=200(1.15)^t D 500 = 1. 15(200)^t

In the same coordinate system, graph the exponential functions: f (x) = 3* and f(x) = ()" 10 6 10 -8 -6 -4 -2 -2 8 10 -4 -6 -8 -10 Explain the differences and the similarities between the two graphs. 00

At 7:00am, Alicia pours a cup of tea whose temperature is 200 degrees. The tea starts to cool to a room temperature of 72 degrees. An exponential model for the temperature of the tea is y = 128(0.988)^x+ 72, where y is the temperaturex minutes after 7:00 amwill tea when its temperature x is minutws after 7:00am. Alicia will drink the tea when its temperature is 170 degrees. When can Alicia drink the tea?