To find the number of sides of a polygon based on its interior angle, you can use the formula for the interior angle of a regular polygon: ( \text{Interior angle} = \frac{(n-2) \times 180}{n} ), where ( n ) is the number of sides. Setting the interior angle to 7200 degrees, the equation becomes ( 7200 = \frac{(n-2) \times 180}{n} ). Solving for ( n ) gives you an impractical result, indicating that an angle of 7200 degrees cannot correspond to a polygon with a finite number of sides. In fact, an interior angle greater than 360 degrees suggests a highly complex or non-standard shape.
To find the number that 7200 can be divided by to equal 90, you would perform the division operation 7200 ÷ 90. This results in 80, as 7200 divided by 90 equals 80. Therefore, 7200 divided by 80 equals 90.
7200 of them.
6% of 7200= 6% * 7200= 0.06 * 7200= 432
19.3097877³ = 7200 ■
There are 90 80s in 7200
It will have (7200+360)/180 = 42 sides
The sum of the interior angles add up to 7200 degrees
7200 degrees
The polygon will have 42 sides
The 42 interior angles of a regular 42-agon add up to 7200 degrees and each angle is 7200/42 which is 171.'428571' degrees recurring decimal '428571'
To find the number that 7200 can be divided by to equal 90, you would perform the division operation 7200 ÷ 90. This results in 80, as 7200 divided by 90 equals 80. Therefore, 7200 divided by 80 equals 90.
7200 of them.
7200 +7200 14400
7240
6% of 7200= 6% * 7200= 0.06 * 7200= 432
1.5% of 7200= 1.5% * 7200= 0.015 * 7200= 108
36% of 7,200 = 36% * 7200 = 0.36 * 7200 = 2,592