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A. f(x)=17.78(4.86)x

i.The value of the function when x=0 is?

ii. Find the ratio of output values that correspond to increases of 1 in the input value in order to determine the 1-unit growth factor.?

iii. Determine the 1-unit percent change.? %

B. h(x)=94.71(0.57)x

i. The value of the function when x=0 is?

ii. Find the ratio of output values that correspond to increases of 1 in the input value in order to determine the 1-unit growth factor.?

iii. Determine the 1-unit percent change.? %

Sagot :

-57 decrease

In this equation.

The value of the function at x=0 is 17.78(4.86)^0 = 17.78(1) = 17.78.

ii. The ratio of output values ​​corresponding to an increment of 1 in input values ​​is (4.86)^1 = 4.86.

iii. A percent change of 1 unit is (4.86 - 1) × 100% = 286% increase.

For the function h(x) = 94.71(0.57)^x:

Thus, the value of the function at x=0 is 94.71(0.57)^0 = 94.71(1) = 94.71.

ii. The ratio of the output value corresponding to an increment of 1 in the input value is (0.57)^2 = 0.57.

iii. Percentage change of 1 unit is (0.57 - 1) × 100% = -57 reduction

Read more about this on brainly.com/question/17137295

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