Use geogebra to construct a triangle given two sides and the altitude corresponding to the given side. Provide the steps to construction.

What would be the angle to a point on a wheel with with coordinates (5,30)?

I need help solving all parts of the triangle please

Use special right triangles to find the cosine of 60º.

Explain the procedure, show the calculation, and draw the diagram for me to understand better. It is very confusing to me. Thank you! I appreciate your help

How do you find the sun of the interior angles of an octagon if we're not allowed to use the formula?

You are standing 100 meters from the base of a tower. The angle of elevation from where you are standing to the top of the tower is 38 degrees. How tall is the tower?

how do i find the angle of elevation for both triangles?

True or False The circumcenter of the right triangle is that the vertex of the right angle.

The roller coaster is 80 feet above the ground at a horizontal position of 110 feet from the boarding station.The roller coaster is at a height of 100 feet above the ground as it descends the hill and reaches a horizontal position of 170 feet from the boarding station.The roller coaster levels off at a height of 80 feet above the ground at a horizontal position of 200 feet from the boarding station, then resumes dropping.A drawing of a section of the roller coaster with points marked at 110 comma 80, 170 comma 100, and 200 comma 80.Using the height of 80 feet as a baseline (because that is also the height the roller coaster is when it levels off), determine the rule for the polynomial function representing the height of the roller coaster,  h open parentheses x close parentheses, at a horizontal position of x feet from that of the boarding station. This rule can be left in factored form. Fill in the blanks to report your result as follows. a should be written as an integer or…