A student needed to draw a circle with a 2" diameter, then draw the following angles: 100°, 120º, and 140º. She had her compass but didn't have her protractor.
First she drew the circle, then she drew 2 perpendicular diameters. Since a circle encompasses 360º, each quadrant comprising 90º. We drew the 120º angle first using an entire 90º quadrant plus 1/3 of the adjacent quadrant,...
I edited this a little bit to make it in normal word format because it used the angle symbol and variables, as well as so it could fit.
i dont understand please help meeeeeeeeeeeeeeeeeeeee.
In a triangle, the measure of the first angle is twice the measure of the second angle. The measure of the third angle is 96 more than the measure of the second angle . Use the fact of the sum of...
Two angles are complementary if the sum of their measures is 90°. Find two complementary angles such that one of the angles is 140° less than 4 times the other angle.
A ramp needs to be built to reach a 5 foot high loading dock. The ramp starts 50 feet from the end of the dock. Find the angle the ramp is to be built at?
I would like some help on just how to solve these kind of problems as I am stuck on it.
A person is standing 2.4 feet away from a light pole that is 25 feet tall. if the shadow cast by the person is 10 feet long, how tall is that person?
Any help would be greatly...
OAB is a sector of a circle, centre O.
the radius of the circle is 15cm.
the angle of the sector is 30 degrees.
calculate the area of sector OAB.
If the measure of angle 4 = 57 degrees, then the measure of angle 6 equals ___?
Two angles are adjacent and form an angle of 160°.thier difference is 34°find the angles
Three angles are adjacent each other and they form an angle of 140°.the largest angle is twice the smaller angle and the middle angle is 24° more than the smallest.Find the angles.
Please find the answer to this question and please give the method how you did it . and the angles are inside the pentagon .
So I'm going to describe the image then I'll give what I think would be a correct answer to explain. (I'm really bad at this)
Description: There's a triangle on top of an identical...