Solve the problem.It was determined that the proper length L of the letters of a word printed on pavement is given by 
where d is the distance of a car from the lettering and h is the height of the eye above the surface of the road. All units are in meters. Find L to the nearest tenth of a meter when 
and 
A. 0.012 m
B. 0.0000088 m
C. 0.7 m
D. 0.5 m
Answer: D
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Find the first four terms of the binomial series for the given function.
3
A. 1 - 
x + 
x2 - 
x3
B. 1 + 
x + 
x2 + 
x3
C. 1 + 
x + 
x2 + 
x3
D. 1 - 
x + 
x2 - 
x3
The table lists several measurements gathered in an experiment to approximate an unknown continuous function 
. Approximate the integral 
using the Trapezoidal Rule. Round your answer to three decimal places.
0.000.250.500.751.001.251.501.752.00
4.925.075.126.677.428.078.629.479.62?
A. 14.428
B. 13.225
C. 8.123
D. 115.420
E. 27.037
Determine whether the sequence is geometric. If so, find the common ratio.
?
?
A. Geometric sequence, 
B. Geometric sequence, 
C. Geometric sequence, 
D. Not a geometric sequence
E. Geometric sequence, 
Determine whether the variation between the indicated quantities is direct or inverse.The distance traveled by a person in a car travelling at fixed speed and the time taken to drive this distance.
A. Inverse B. Direct