State the domain of the rational function.f(x) = 
A. (0, ?)
B. (-?, ?)
C. (-?, 5) ? (5, ?)
D. (-?, 0) ? (0, ?)
Answer: D
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Solve the problem.Find the center of mass of the thin semicircular region of constant density bounded by the
and the curve
.
A. = 0,
=
B. = 0,
=
C. = 0,
=
D. = 0,
=
Solve the problem.The following bar graph shows the average annual income for single mothers.i) Determine a linear function that can be used to estimate the average yearly income for single mothers from year 0 through year 5. Let t represent the year.ii) Using the function from part i, determine the average yearly income for single mothers in year 3.iii) Assuming this trend continues, determine the average yearly income for single mothers in year 13.iv) Assuming this trend continues, in which year will the average yearly income for single mothers reach $33,000?
A.
i) | I(t) = 775.8t + 24,269 |
iii) $34,354.40
iv) year 12
B.
i) | I(t) = 775.8t + 24,269 |
iii) $34,354.40
iv) year 12
C.
i) | I(t) = 770.8t + 24,269 |
iii) $34,289.40
iv) year 12
D.
i) | I(t) = 775.8t + 24,269 |
iii) $34,354.40
iv) year 13
Answer the question.Write the equation so that it is quadratic in form.
What will be an ideal response?
Use Cramer's Rule, if possible, to solve the system of linear equations.
A. (- 52, 7)
B.
C.
D. not possible