To find the value of f(3), we substitute 3 into the function:
f(3) = 32,000 * (0.92)^3
Calculating the exponent:
(0.92)^3 = 0.778688
Substituting back into the equation:
f(3) = 32,000 * 0.778688
Calculating the product:
f(3) ≈ 24,879.616
Therefore, f(3) is approximately 24,879.616.
f(3)=32,000(0.92)^3
3 answers
f(2)=32,000(0.92)^2
To find the value of f(2), we substitute 2 into the function:
f(2) = 32,000 * (0.92)^2
Calculating the exponent:
(0.92)^2 = 0.8464
Substituting back into the equation:
f(2) = 32,000 * 0.8464
Calculating the product:
f(2) = 27,084.8
Therefore, f(2) is equal to 27,084.8.
f(2) = 32,000 * (0.92)^2
Calculating the exponent:
(0.92)^2 = 0.8464
Substituting back into the equation:
f(2) = 32,000 * 0.8464
Calculating the product:
f(2) = 27,084.8
Therefore, f(2) is equal to 27,084.8.