Solve the triangle using the labels as shown in the illustration (round lengths of sides to three significant digits and angles to the nearest tenth of a degree).°, °, b = 302 ft

src="https://sciemce.com/media/3/ppg__cognero__Section_14.3_Solving_Oblique_Triangles_Law_of_Sines___media__12800042-9928-4e9b-893a-dd85d32ddeba.PNG" width="240px" height="160px" style="vertical-align:-80px;" /> 



A. a = 211 ft, c = 279 ft, °
B. a = 279 ft, c = 211 ft, °
C. a = 279 ft, c = 211 ft, °
D. a = 279 ft, c = 302 ft, °
E. a = 211 ft, c = 279 ft, °

---

Answer: B

Mathematics

Find the limit.sec 

A. -1
B. 1
C. - 
D. 0

Evaluate the expression.P(13, 13)

A. 3.1135104e+09 B. 6.2270208e+09 C. 13 D. 1

Find the mean. Round to the nearest tenth when necessary.The numbers of miles John ran over the last six days were as follows: 4, 6, 10, 5, 11, 10

A. Mean = 7.7 miles B. Mean = 9.2 miles C. Mean = 8.2 miles D. Mean = 6.2 miles

Find the slope then describe what it means in terms of the rate of change of the dependent variable per unit change in the independent variable.The linear function f(x) = -5.7x + 27 models the percentage of people, f(x), who eat at fast food restaurants each week x years after 1998.

A. m = 27; the percentage of people eating at fast food restaurants each week has increased at a rate of -5.7% per year after 1998. B. m = -5.7; the percentage of people eating at fast food restaurants each week has decreased at a rate of -5.7% per year after 1998. C. m = 5.7; the percentage of people eating at fast food restaurants each week has increased at a rate of -5.7% per year after 1998. D. m = 5.7; the percentage of people eating at fast food restaurants each week has increased at a rate of 5.7% per year after 1998.