After all discounts, the net cost of a product was $690.68. The regular retail price of the product was $946.23. Operating expenses associated with the product were $124.32. If the product was sold to actually realize a 16.45% mark-up, then determine the discounted retail price.

The probability that a continuous random variable takes any specific value

A) is equal to zero.
B) is at least 0.5.
C) depends on the probability density function.
D) is very close to 1.0.

For a sample of 300, a researcher calculates ² = 16.91 with 6 degrees of freedom. Which of the following is the correct way to present this analysis?

A) p < .05 (but not < .01)
B) p > .05
C) p < .01
D) p > .05 (but < .01)

Evaluate to six-figure accuracy:
$\frac{1-(1.00\overline{6}{)}^{-32}}{0.00\overline{6}}$

A $300,000 mortgage is amortized over 20 years. Calculate the monthly payment for 6.5% compounded monthly, and 8.5% compounded monthly.