Given the figure below, we are to find the area of the regular polygon with are also to bear in mind that what is shown is the apothem.
let's get the area of a regular polygon with an apothem first.
Area = 1/2nsa
Where:
n is the number of sides
s is the side length
a is the apothem
recall that:
n = 5
s =7.5
a = 5.1
input into the formula.
Area = 1/2(5)(7.5)(5.1)
Area = 1/2(191.25)
Area = 95.625
Therefore, the area of the regular polygon is 95.6
Answer:
It's true.
Explanation:
2(segment ST) = RT
divide both sides by two
ST = RT/2
You would have two equal halves of RT. One half equals RS. The other half equals ST.
Here's a rough picture of the line.
R _____________S_____________ T
S is in the middle of the line which makes it the midpoint.
It's true. S is the midpoint of RT.
Answer:
52.5
Step-by-step explanation:
You divide 35 by 10 and then multiply 15 by that number
52-46=6 drop down the 1 = 61- 46=15 drop down the 0 =150 46x3= 138 so 150-138= 12
With in 8 years should have made 1,760,000 with the interest rate
