Question: I JUST NEED ANSWER #1 i Match each function with its graph. Save / Exit T) Submit y = e-2x y = ex/2 y =
I JUST NEED ANSWER











#1 i Match each function with its graph. Save / Exit T) Submit y = e-2x y = ex/2 y = 2ex y = 2ex 4 IN 2 N Previous 1 2 3 5 6 7 8 Next#2 i -| "W in the form y : a(1 + r)\" or): : a(1 7 r)' . Round the value of r to the nearest thousandth. Then find the percent rate of change to the nearest tenth of percent. Use the properties of exponents to rewrite y : Se The rewritten function is y z, The percent decrease is about %. #3i Evaluate each logarithm using a calculator. Round your answer to three decimal places. a. log 4% l:l b. In 0.9;: |:| \f#5 i Save / Exit U Submit Which graph represents f (x ) = log, x ? A C Ay N - 4 -2 -2 2 4 6 8 x -2 -4 -2 2 4 X N B Ay 8 D Ay -4 N -2 -2 2 4 6 8 x -2 -4 - 2 2 4 x -4 -2BIG IDEAS MATH #6i Describe the transformation of f(x) : 2' represented by g(x) : 2'" + 3 . The graph of g is z WEE reflection in the x-axis reflection in the y-axis translation 3 units up translation 3 units down translation 3 units left translation 3 units right vertical stretch by a factor of 2 llowed by a' Tien Nguyen v of the graph off. The graph of g is el v l followed by 2 the graph off . reflection in the x-axis reflection in the y-axis -@@@@@av an . . translation 3 units up translation 3 units down translation 3 units left translation 3 units right vertical stretch by a factor of 2 #7i A hockey player earns $2 million in 2015. During the next 10 years, the earnings increase 5% each year. a. Write an exponential growth model giving the earnings y (in millions of dollars) I years after 2015. Write the base of the model as a decimal. An exponential growth model is y : l:l. b. In which year will the player's earnings first exceed $3,000,000? |:l ill] Two accounts earn annual interest compounded continuously. The balance A (in dollars) of Account M can be modeled byA = 8008 \"' . The graph shows the balance of Account N over time. Account N A 1600 '5 '=; 1200 3 (1, 624 49) 3 300 5 Tu m 400 \\(0, 600) 0 0 2 4 6 3 10 t Year a. Which account has a greater principal? V How much greater is the principal? $er b. Which account has a greater interest rate? v To the nearest percent, how much greater is the interest rate? 7% a. Which account has a greater principal? V Account M Account N How much greater is the principal? $b. Which account has a greater interest rate\": J Account M Account N To the nearest percent, how much greater is the interest rate? i:i%
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