The maximum length of a certain snake is 21 inches. The following table shows the length L, in inches, of the snake t years after birth. The difference  between its maximum length and its current length is given in the third row of the table.

 t 2 3 4 5 6 L 5.05 8.97 8.33 11.04 12.72 15.95 12.03 12.67 9.96 8.28?

A: Use exponential regression to model the difference D as a function of age. Round your answer to two decimal places.B: Use the model you found in part A to find a formula that gives the approximate length L at age t years. Round your answer to two decimal places.C: Plot the graph of L versus t along with the data points for length.D: What is the age of a snake that is 13.88 inches long? Round your answer to two decimal places.



What will be an ideal response?


A:

B:

C:



D: 7.15 years


Mathematics

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A.

{4,5,6,7, ...,n + 3,...}
?????
{3,4,5,6, ...,n + 2,...}

B.
{4,5,6,7, ...,n + 3,...}
?????
{5,6,7,8, ...,n + 5,...}

C.
{4,5,6,7, ...,n + 4,...}
?????
{3,4,5,6, ...,n + 2,...}

D.
{4,5,6,7, ...,n + 3,...}
?????
{5,6,7,8, ...,n + 4,...}

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Express the number in scientific notation.0.00000072003

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Use a calculator to graph the function. y = 

A.

B.

C.

D.

Mathematics