angienunez205 angienunez205

14-12-2022
Mathematics

Answered

The function D gives the day length, in minutes, of the nth day of the year in Juneau, Alaska. Which ONE of A, B, C, D, or E below gives a correct interpretation for the statement D'(10) = 3? A. On January 10, the day length increased by 3 minutes. B. On January 10, the day length is increasing at a rate of 3 minutes per day. C. On January 10, the day length is increasing at a rate of 3 days per minute. D. On January 3, the day length is increasing at a rate of 10 minutes per day. E. On January 3, the day length increased by 10 minutes.

Answer :

Other Questions

Several trucks arrive each day for unloading at a warehouse. An employee of the warehouse maintained for 200 days a count of the number arriving each day. This

Challenge An airplane is preparing to land at an airport. It is 34,200 feet above the ground and is descending at the rate of 3,000 feet per minute. At the same

A statistics professor plans classes so carefully that the lengths of her classes are uniformly distributed between 48.0 and 58.0 minutes. Find the probability

which of the following gives the predicted effect of a gain-of-function adapter (sem-5) mutation on primary cell fate (i.e. increase, decrease or no change) and

A box without a top is to be constructed by cutting 5-inch squares from each of the four corners of a square piece of cardboard. Assuming the box is to hold 480

It takes you 3 hours to drive to a concert 135 miles away. You drive 55 miles per hour on highways and 40 miles per hour on the rest of the roads. a. How much t

For a sample of 20 students taking a final exam, the mean heart rate was 96 beats per minute, and the standard deviation was 15. Assume the distribution is norm

growth spurt: it is generally known that boys grow at an unusually fast rate between the ages of about 12 and 14. following are heights, in inches of 10 boys, m

the sum of the average of the square of the differences between the observed sampe values and the expected calues is the null hypothesis