Here is the question that I need to answer:

Mr.T wanted to remodel his box, He wanted to make it the shape of a perfect regular dimension.
A.) How many total degrees would the interior of Mr.T's decagon have? SHOW WORK.
B.)How many degrees would each angle be in Mr. T's regular decagon? SHOW WORK.

To answer both questions, we need to understand the properties of a regular decagon first. A decagon is a polygon with ten sides and ten angles.

A.) To find the total degrees of the interior of Mr.T's decagon, we can use the formula (n-2) * 180, where n represents the number of sides of the polygon. In this case, n is 10 since we have a decagon.

So the formula becomes:
(10-2) * 180 = 8 * 180 = 1440

Therefore, the interior of Mr.T's decagon would have a total of 1440 degrees.

B.) To find the measure of each angle in Mr. T's regular decagon, we can divide the total number of degrees by the number of angles.

Since we know that the total degrees of the interior is 1440, and there are 10 angles in a decagon, we can divide 1440 by 10.

So, each angle in Mr. T's regular decagon would be:
1440 / 10 = 144

Therefore, each angle in Mr. T's regular decagon would measure 144 degrees.