Answer:
The area of the pentagon is approximately 193 square inches.
Step-by-step explanation:
In order to solve this problem we need to apply the appropriate formula to calculate the area of the pentagon. This formula is shown below:
area = (perimeter*apothem)/2
Applying the data from the problem, we have:
area = (53*7.3)/2
area = 386.9/2
area = 193.45 square inches
The nearest whole number is 193 square inches.
Answer: 6
Step-by-step explanation:
Answer:
The answer would be z/6 + 5 - 8.
Step-by-step explanation:
Quotient means the answer to a division problem, so we know that z and 6 must be divided. Then it tells us to add 5 to the quotient and then subtract 8 from the total. Because of PEMDAS no parentheses are needed.
Answer:
y = 24
angle V = 67
as a 4 sided shape, the angles all have to add up to 360 degrees.
we already have the answers for R, 120, and B, 53. We have 187 degrees left to work with.
Based of the information the tics on the sides of the figure gives us, we know that angle P and R are the same! First (just for fun, this isn't needed) we'll find X.
(x+95) = 120
-95 -95
x = 25
We know 3/4 angles now, so by subtracting their sum from 360, we'll find angle V!
360 - 53 -120 - 120 = 67
Angle V is 67
Now to find y!
(2y+19)=67
-19 -19
2y = 48
/2 /2
y = 24