Solve.A plane flying with a tailwind flew at a speed of 500 mph, relative to the ground. When flying against the tailwind, it flew at a speed of 300 mph. Express these relationships as equations. Let x represent the speed of the plane in calm air and let y represent the speed of the wind.
A. x + y = 500
y = 300
B. x + y = 300
y = 500
C. x + y = 500
x - y = 300
D. x + y = 300
x - y = 500
Answer: C
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A. (-?, ?)
B.
C. ?
D. ?
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A. servings
B. 9 servings
C. 16 servings
D. servings
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A. 3.0 L B. 4.0 L C. 2.0 L D. 1.0 L
Write an equivalent expression using radical notation and, if possible, simplify. Assume that even roots are of nonnegative quantities.(16x)5/2
A. 2
B. 1024
C. 32
D. 1024