Find the average value of the function over the given interval and all values t

Question

Find the average value of the function over the given interval and all values t in the interval for which the function equals its average value.

f(t) = (t^2+4)/(t^2) , 1? t? 5

Use a graphing utility to verify your results.

1. The average is 9/5 and the point at which the function is equal to its mean value is ?5.

2. The average is 9/5 and the point at which the function is equal to its mean value is ?5 and -?5.

3. The average is 9/20 and the point at which the function is equal to its mean value is -?5

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4. The average is 9/20 and the point at which the function is equal to its mean value is ?5

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5. The average is 9/20 and the point at which the function is equal to its mean value is ?5 and --?5.

1. The average is 9/5 and the point at which the function is equal to its mean value is ?5.

2. The average is 9/5 and the point at which the function is equal to its mean value is ?5 and -?5.

3. The average is 9/20 and the point at which the function is equal to its mean value is -?5

.

4. The average is 9/20 and the point at which the function is equal to its mean value is ?5

.

5. The average is 9/20 and the point at which the function is equal to its mean value is ?5 and --?5.

Explanation / Answer

3. The average is 9/20 and the point at which the function is equal to its mean value is -?5

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