Complete the following table of values for
. Round your answers to two decimal places.
x 22 23 24 25 26 f(x)
What will be an ideal response?
x | 22 | 23 | 24 | 25 | 26 |
f(x) | 2.06 | 2.01 | 1.98 | 1.94 | 1.91 |
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Write the function f as a set of ordered pairs. Give the domain and range of f.f(f) = -6, f(g) = -6, f(h) = -6, f(i) = -6
A. f = {(f, -6), (g, -6), (h, -6), (i, -6)}; D = {-6}; R = {f, g, h, i} B. f = {(-6, f), (-6, g), (-6, h), (-6, i)}; D = {f, g, h, i}; R = {-6} C. f = {(-6, f), (-6, g), (-6, h), (-6, i)}; D = {-6}; R = {f, g, h, i} D. f = {(f, -6), (g, -6), (h, -6), (i, -6)}; D = {f, g, h, i}; R = {-6}
Solve.The list price of a car is $15,066. The manufacturer offers a rebate of $665. What is the final price of the car?
A. $15,631 B. $14,301 C. $15,731 D. $14,401
Solve the problem.The owner of a shop bought an inventory software program for $300. The value, V, of the software program declines by $40 per year.
A. (i) V = -40t + 300
(ii)
(iii) The V-intercept is the value of the
software program when it was purchased.
The t-intercept is the number of years from
the year of purchase when the value of the
software will be $0.
(iv) $180 is the value after 3 yr.
B. (i) V = 40t - 300
(ii)
(iii) The V-intercept is the value of the
software program when it was purchased.
The t-intercept is the number of years from
the year of purchase when the value of the
software will be $0.
(iv) $30 is the value after 3 yr.
C. (i) V = -40t - 300
(ii)
(iii) The V-intercept is the value of the
software program when it was purchased.
The t-intercept is the number of years from
the year of purchase when the value of the
software will be $0.
(iv) $190 is the value after 3 yr.
D. (i) V = 40t + 300
(ii)
(iii) The V-intercept is the value of the
software program when it was purchased.
The t-intercept is the number of years from
the year of purchase when the value of the
software will be $0.
(iv) $170 is the value after 3 yr.
Evaluate the integral by using multiple substitutions. dx
A. + C
B. + C
C. + C
D. + C