Solve the problem.Two sailboats leave a harbor in the Bahamas at the same time. The first sails at 24 mph in a direction 350°. The second sails at 32 mph in a direction 200°. Assuming that both boats maintain speed and heading, after 3 hours, how far apart are the boats?
A. 162.4 mi
B. 129.5 mi
C. 116.5 mi
D. 113 mi
Answer: A
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Find the median of the list of data.10, 16, 21, 27, 37, 48
A. 10 B. 26 C. 23 D. 24 E. 25
Solve the problem.The rectangle above has length 9x and width 4. The perimeter of the rectangle is represented by the algebraic expression
Evaluate the expression for
A. 34 B. 44 C. 108 D. 144
Find the missing parts of the triangle. Round to the nearest tenth when necessary or to the nearest minute as appropriate.C = 105°a = 6.7 mb = 9.3 m
A. c = 12.8 m, A = 30.4°, B = 44.6° B. c = 18.6 m, A = 28.4°, B = 46.6° C. c = 15.7 m, A = 32.4°, B = 42.6° D. No triangle satisfies the given conditions.
Use formulas to find the area of the figure.
A. 249 in.2 B. 415 in.2 C. 235 in.2 D. 147 in.2