Suppose f is a linear function and f(x) varies at a constant rate of change of 4.5 with respect to x. Suppose we know that f(1.6) = 2.5.varies from x = 1.6 to x1.7...a. Supposei. How much did x change by?Preview.1ii. What is the corresponding change in f(x)?Af(x)Preview.45iii. What is the value f(1.7)?f(1.7)Preview=2.95b. Write a function formula for f(x). (Hint: use the same thinking as in (a), but now imagine x varying from x = 1.6 to any new value of x.)f(x)Previewsyntax error
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Suppose f is a linear function and f(x) varies at a constant rate of change of 4.5 with respect to x. Suppose we know that f(1.6) = 2.5. varies from x = 1.6 to x 1.7... a. Suppose i. How much did x change by? Preview .1 ii. What is the corresponding change in f(x)? Af(x) Preview .45 iii. What is the value f(1.7)? f(1.7) Preview =2.95 b. Write a function formula for f(x). (Hint: use the same thinking as in (a), but now imagine x varying from x = 1.6 to any new value of x.) f(x) Preview syntax error
Given, function f is a linear function. Function is varying at constant rate of change 4.5 which means
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dv = 4.5 f(1.6) 2.5
Let us assume
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f(x)= ax+b (1) where a and b are constants
Plugging the value of funct...
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f(1.6) 1.6a+b 1.6a+b 2.5 (2)
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