Solve the problem.The number of students infected with the flu on a college campus after t days is modeled by the function 
What is the maximum number of infected students possible?
A. 180 students
B. 9 students
C. 720 students
D. 360 students
Answer: D
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Find an equation for the sphere with the given center and radius.Center (-5, 0, 0), radius = 9
A. x2 + y2 + z2 - 10x = 9 B. x2 + y2 + z2 + 10x = 56 C. x2 + y2 + z2 - 10x = 56 D. x2 + y2 + z2 + 10x = 9
Using synthetic division, determine whether the numbers are zeros of the polynomial.4, -2; f(x) = x3 - 9x2 + 6x + 56
A. Yes; yes B. Yes; no C. No; yes D. No; no
Use a calculator to complete the table of sin and csc values and determine which of the tables below displays the correct values. (Be sure your calculator is in degree mode.) Round all answers to four digits past the decimal point. If you have a graphing calculator with table-building capabilities, use it to construct the tables. ?
A. ?x sin csc0° 0.0000 undefined30° 0.4000 2.100045° 0.7071 1.414260° 0.8660 1.154790° 1.0000 1 B. ?x sin csc0° 0.0000 undefined30° 0.7000 2.000045° 0.7071 1.414260° 0.8660 1.154790° 1.0000 1? C. ?x sin csc0° 0.0000 undefined30° 0.5000 2.000045° 0.7071 1.414260° 0.8660 1.154790° 1.0000 1? D. ?x sin csc0° 0.0000 undefined30° 0.1000 2.000045° 0.7071 1.414260° 0.8660 1.154790° 1.0000 1? E. ?x sin csc0° 0.0000 undefined30° 0.8000 2.200045° 0.7071 1.414260° 0.8660 1.154790° 1.0000 1?
Use the product rule to simplify the expression. Write the result using exponents.(-4p9)(-7p8)
A. 28p72 B. -28p72 C. -28p17 D. 28p17