A rubber ice-hockey puck has a 3.1 in. diameter. What is the surface area of one flat side of the puck?
a. 7.54385 in.2
b. 9.734 in.2
c. 3.77193 in.2
d. 30.1754 in.2
Area=pi(r2)
radius=3.1/2=1.55 in
Area=3.14(1.55)2
Area=7.54385 in2
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Using Green's Theorem, find the outward flux of F across the closed curve C.F = (-8x + 3y)i + (3x - 8y)j; C is the region bounded above by y = -3x2 + 8 and below by in the first quadrant
A. 80
B. - 30
C. -
D. 112
Solve for x using an equivalent exponential expression.A swimming pool is in the shape of a cylinder 3 feet deep and 4 feet in radius. Find the exact volume of the pool.
A. 12? cu ft B. 48 cu ft C. 16? cu ft D. 48? cu ft
Solve and graph. Write the answer in set-builder notation.-6 ?
A. {n |n ? -12}
B. {n |n > -12}
C. {n |n < -12}
D. {n |n ? -12}
Use the power rule and the power of a product or quotient rule to simplify the expression.(2p5)4
A. 16p20 B. 16p9 C. 16p5 D. 2p20