Choose the exponential function that matches the given graph. АУ 10- The exponential function that matches the graph is y= -7x y=7x-1 y=71-x y=7x y=1-7x. y=7x-1. y=7x y=-7-X y=0 × ☑
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- Classify each function as exponential growth or exponential decay. = 8(4)* y = y = - 52 = (;)* y = 3* – 5 y = 2" +1 y = 1 = 2(4)² y = y = (금)" +2 y = - 2" – 4 IIFor 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.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?
- The equation n = 0.03t^2 − 0.61t + 4.21, models, n, the number (in millions) of people who moved to another state in the year that is t years since 1990. The table below shows some of the data that were used to find this model. Year Number of People WhoMoved to Another State(millions) 1995 1.9 1998 1.2 2001 1.1 2004 1.4 2006 2.0 A. Estimate the number of people who moved to another state in 2005. B. Predict the number of people who moved to another state in 2014.Identify the domain and range of each exponential function (금)" Domain: | Range: y = y = 3" – 5 Domain: Range: y = 2* +1 Domain: Range: y = : 4" Domain: Range: = 2(금)" Domain: ! ; Range: = ()* + 2 Domain: Range: = - 2" – 4 Domain: Range: :: All Real Numbers :: x > -5 : y > -5 : x > -4 :: y > -4 :: x > 0 : y > 0 :: x > 1 :: y > 1 :: x > 2 : y > 2Solve. log, x = 3 - log,(x - 2)
- find the exponential model that fits the points (2,9) and (0,1)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.The exponential function f(x)=abx contains the points (0,2) and (-3,54).Write the conditions as exponential equations involving the variables aa and bb.The point(0,2) gives the equation .The point (-3,54) gives the equation .Find the values of aa and bb that satisfy these equations.a=b=