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What angle make up a square?
A square has 4, 90degree angles. There are 360degrees in total in a square
What is the sum of the interior angles of a trapizoid?
360degrees
What polygon that has interior angles that up to 360degrees is what?
Your Question does not make sense!
How do you turn a fraction into a percent of 360degrees?
Multiply the fraction by 100/360, which simplifies to 5/18.
What is the answer for 40 percent of 360degrees?
40% of 360 degrees= 40% * 360= 0.4 * 360= 144 degrees
What is the angle sum of a quadrilateral?
90 x 4, or 360. You can see this in a square, which has 4 90 degree angles. Any time you increase or decrease the length of any of the 4 sides, one angle is increased and another decreases by the same amount. So the total of all four angles will always be 360 degrees. Interestingly, this also occurs in triangles, but the total for a triangle is 180 degrees.
Why do quadrilaterals equal to 360?
This is because all the angles are 90 degrees. This is usually because there are 4 angles and them up to 360degrees.
A Regular Polygon has 335 sides What is the degree measure of one interior angle?
To find the degree measure of one interior angle of a regular polygon with 335 sides, you can use the formula: (n-2) * 180 / n, where n is the number of sides. Plugging in 335 for n, the calculation would be (335-2) * 180 / 335, which equals 173.134 degrees. Therefore, each interior angle of a regular polygon with 335 sides measures approximately 173.134 degrees.
What is the degree measure of 50 percent?
50% of what degree. 50% of 360degrees is 180degrees 50% of 180degrees is 90degrees 50% of 90degrees is 45degrees 50% of 260degrees is 130degrees
Name two 2d shapes in which the angles of each add up to 360degrees?
362
How long does earth rotates on its axis?
15degrees in one hour.So15degrees x 60minutes is equal to 900nautical miles. 15degrees x24hrs. is equal 360degrees. one complete rotation in relation to the fix object. the sun. by navigator.
Solve the equation 3cosx equals 2 for 0dgrees x 360degrees?
To solve this equation, you must first put the equation in terms of cosx.3cosx=2cosx = 2/3Next, you find the reference angle (α) by finding the cos inverse of 2/3.α=cos-1(2/3) = 48.19 Degrees (approximately)find the distance from from 48.19 and 90 you then add the difference to 270 giving you the two answers which are ... 48.19 and 311.81 (approximately)
