Solve the problem.The perimeter of a rectangle must be no greater than 68 meters. The width must be 15 meters. Find the greatest possible value for the length of the rectangle.
A. 53 meters
B. 49 meters
C. 19 meters
D. 83 meters
Answer: C
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Perform the indicated operation. Give answers in rectangular form expressing real and imaginary parts to four decimal places.
2
A. -185.6653 - 42.3769i B. -118.7374 + 148.8920i C. -42.3769 - 185.6653i D. -3.0708 - 13.4540i
Consider a fictional country with a population of 428,771 that is divided into 5 provinces, as shown in the table below. The country's constitution provides for 13 representatives to the lower house of the legislature. These representatives are allocated on the basis of province population. Use the Jefferson Apportionment Plan to find the number of representatives for each province by completing the table. Use modified standard divisor 30,000. Round values in the Quotient column to the nearest hundredth.?
Graph the inequality, and write the solution set using both set-builder and interval notation.x ? 1
A. [1, ?), {x|x ? 1}
B. (-?, 1], {x|x ? 1}
C. (1, ?), {x|x > 1}
D. (-?, 1), {x|x < 1}
If possible, determine the slope.x = -4
A. - 
B. Not defined
C. 0
D. -4