Tutors Answer Your Questions about Triangles (FREE)
Question 698526: Carl has a piece of cake in the shape of an isosceles triangle with angles 26 ° ,77 ° , and 77 °. He wanted to divide it into two equal parts, so he cut it through the middle of the 26 ° angle to the midpoint of the opposite side. He says that because he is dividing it at the midpoint of a side, the two pieces are congruent. Is this enough information? Explain. please explain step by step and give a summery for how you got solved the question.
Click here to see answer by neatmath(302)  |
Question 698434: 4.Cake.Carl has a piece of cake in the shape of an isosceles triangle with angles 26 ° ,77 ° , and 77 °. He wanted to divide it into two equal parts, so he cut it through the middle of the 26 ° angle to the midpoint of the opposite side. He says that because he is dividing it at the midpoint of a side, the two pieces are congruent. Is this enough information? Explain. please explain step by step.
Click here to see answer by sofiyac(983)  |
Question 698005: Hello, I'm not sure how to figure this out so that i may explain it to my daughter. The question is below. i'm thinking since the area is 1/2 it would be 15 and 11.
A second triangle is similar to and has dimensions that are half as long as the triangle on the left. Find the area of this larger triangle (drawn to the left) and the area of the second triangle. draw the smaller triangle and label the correct dimension. area of a triangle 1/2 bh.
outside 30 in
inside 22 in
Click here to see answer by KMST(5328)  |
Question 702088: I'm trying to help my son with his math. Pre-algebra is not my friend! :) Here is the problem.
Use a protractor and a straightedge to draw a triangle that has a right angle and a 30 degree angle. Then measure the shortest and longest sides of the triangle to the nearest millimeter. What is the relationship of the two measurements. What I don't get is the relationship part. What does that mean?
Click here to see answer by jim_thompson5910(35256) |
Question 702088: I'm trying to help my son with his math. Pre-algebra is not my friend! :) Here is the problem.
Use a protractor and a straightedge to draw a triangle that has a right angle and a 30 degree angle. Then measure the shortest and longest sides of the triangle to the nearest millimeter. What is the relationship of the two measurements. What I don't get is the relationship part. What does that mean?
Click here to see answer by RedemptiveMath(80) |
Question 702088: I'm trying to help my son with his math. Pre-algebra is not my friend! :) Here is the problem.
Use a protractor and a straightedge to draw a triangle that has a right angle and a 30 degree angle. Then measure the shortest and longest sides of the triangle to the nearest millimeter. What is the relationship of the two measurements. What I don't get is the relationship part. What does that mean?
Click here to see answer by MathLover1(20849)  |
Question 702431: How do I find the altitude of an equilateral triangle whose perimeter is 60 meters? I think you're supposed to divide the triangle by 3 because it has 3 sides and then multiply that answer by one half to get the altitude, is this correct?
Click here to see answer by solver91311(24713)  |
Question 702521: given a triangle where the first angle is 5x the second angle is (x + 4) and the third angle is (3x + 5) find the measure in degrees of all three angles. Keep in mind that the sum of a triangle always equals 180
Click here to see answer by stanbon(75887) |
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