A triangle has a side length of 3/4 inch and a side length of 3 inches. What could be the length, in inches, of the third side?
1 answer:
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Each term in this pattern is created by adding consecutive multiples of 2 to the previous term.
You can write the formula for this pattern as:
The next number is
.
The answer is 33.
You can write the formula for this pattern as:
The next number is
The answer is 33.
The area of the hexagon and pentagon area 779.4cm^2 and 84.303cm^2 respectively.
Data;
- apothem = 15
The area of a hexagon with apothem 15 can be calculated by first finding the length of the side of the hexagon.
Length of hexagon can be found using trigonometric ratio;
Making x the subject of formula
And then the length of the side is 2x
The perimeter of the hexagon is;
And the area is given as
The area of the hexagon is 779.4 squared unit.
<h3>Area of the pentagon</h3>The area of the pentagon can be found using several methods, but we can simply find the angle between the sides if we divide the pentagon into 10 pieces and then substitute the formula.
Total area of a pentagon is 360 degree.
The area of a pentagon is given as
The area of the pentagon is 84.303cm^2
From the calculations above, the area of the hexagon and pentagon area 779.4cm^2 and 84.303cm^2 respectively
Learn more on area of polygons here;