The sum of the interior angles is (n-2)*180 degrees.
The "Far Arc Near Arc theorem" is used in finding the angle measures of a secant.
Let S be the sum of the measures of all the interior angles, in degrees. Then the number of sides is S/180 + 2.
Some of the devices used to measure angle are Transit, Protractor and Compass.
The answers depend on what measures are available for the rectangles (sides, diagonals), for the triangle (3 sides, 2 sides and included angle, one side and 2 angles), and for the circle (radius, perimeter). In each case the formula to be used will be different.
A protractor is used for measuring angles and the 3 angles in a triangle add up to 180 degrees.
The formula is (n-2)x180 over n =x
The "Far Arc Near Arc theorem" is used in finding the angle measures of a secant.
The methods are subtraction. -- Subtract an angle from 90° to find its complementary angle. -- Subtract an angle from 180° to find its supplementary angle.
Let S be the sum of the measures of all the interior angles, in degrees. Then the number of sides is S/180 + 2.
area of sector = (angle at centre*area of circle)/360
Some of the devices used to measure angle are Transit, Protractor and Compass.
A sextant measures the angle of elevation between the horizon and the north star. Along with charts, it can be used to calculate your position on the sea fairly accurately.
Although minutes and seconds are used in measuring anglesm hours are not. The question, therefore, is meaningless.
universal bevel protactor is an angle measuring instrument which measures acute angle ,obtuse angle as well as it is used to layout an angle. its least count is 5 minute.
The apparent dip formula is used to calculate the angle of inclination of a rock layer when viewed from a different angle. It is calculated by taking the arctangent of the true dip of the rock layer divided by the cosine of the angle of rotation.
A protractor measures degrees: 90, 80, 120 etc. If something is 90 degrees it is at a right angle
The answers depend on what measures are available for the rectangles (sides, diagonals), for the triangle (3 sides, 2 sides and included angle, one side and 2 angles), and for the circle (radius, perimeter). In each case the formula to be used will be different.