Questions on Geometry: Triangles answered by real tutors!

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Tutors Answer Your Questions about Triangles (FREE)


Question 106679: Help me this ones wrecking my brain and is stressing me out!!!
The perimeter of a triangle ABC is 26m. BC is two thirds the length of AB and is 2m longer than ac. find the length of the sides.

Click here to see answer by rcmcc(152) About Me 

Question 106698This question is from textbook Merril Geometry Applications and Connections
: I'm confused on how to do this problem. I'm suppose to find X. How do I do that?
This question is from textbook Merril Geometry Applications and Connections

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Question 106980This question is from textbook
: i get the Pythagorean theorem, but the variables
confuse me. I tried a guess and check, but that confused me even more.
sincerely, Forrest Balman
This question is from textbook

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Question 106979This question is from textbook
: i get the Pythagorean theorem, but the exponents confuse me. I tried a guess and check, but that confused me even more.
sincerely, Forrest Balman
This question is from textbook

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Question 107382: find the perimeter of right triangle ABC if the legs are 3 inches and 4 incehs.
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Question 107382: find the perimeter of right triangle ABC if the legs are 3 inches and 4 incehs.
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Question 107381: In a right traingel ABC one leg is 7 inches and the hypotenuse is 20 inches, find the other leg.
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Question 107380: In a trapezoid the bases are 8 incehs and 4 inches, the non parallel sides are 5 inches and 7 inches and the height is 7 inches. Find the perimeter of the trapezoid.
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Question 107397: Find the area of the triangle
One leg is 7 inches and the hypotenuse is 20 inches and the perimeter is 12 inches.

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Question 107397: Find the area of the triangle
One leg is 7 inches and the hypotenuse is 20 inches and the perimeter is 12 inches.

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Question 107394: In right triangle ABC the legs are 6 inches and 8 inches find the length of the hypotenuse.
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Question 107393: Find the area of the trapezoid
bases are 8 & 4 inches. Non Parallel sides are 5 and 7 inches and height is 7 inches.
Perimeter is 24

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Question 107832: If the measure of an exterior angle drawn at vertex M of triangle LMN is x, then m L + m N is what? (sorry I don't have the angle symbol)

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Question 107906: The 3rd angle in an isolsoles triangle is 8 degrees less than twice the measure of the equal angle. Find the measure of one of the equal angle.
Thanks for your help

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Question 108254This question is from textbook Geometry for enjoyment and challenge
: Given: triangle NEW is congruent to triangle CAR, EN = 11, AR = 2x-4y, NW = x+y, CA = 4x+y, EW = 10.
Find CR
I'm thinking this is really an algebraic problem: 2x-4y = 10 and 4x+y =11. If I can find the value of the variables, I can find CR. Is this correct? If so, how do I solve this algebra problem?
Page number 164 in the textbook.
Thx.
This question is from textbook Geometry for enjoyment and challenge

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Question 108302: Each of two congruent sides of an isosceles traingle is 8 in. less than twice the base. The perimeter of the triangle is 74 in. What is the length of the base?
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Question 108240: How do I find the legnth of a side, when I am dealing simalar figures. Say when one triangle is Base=15 and height = 9, and the other is Base = 12 and Heigth = X????
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Question 108494: similarity between triangles

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Question 108920This question is from textbook Saxon Math Course 3
: 1^2 + b^2 = 2 (Pythagorean theorem)This question is from textbook Saxon Math Course 3

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Question 108873: find the perimeter of a right triangle if the hypotenuse is twice as long as one of the legs and the other leg is 3
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Question 109312: find the distance between the points. Round your answer to the nearest tenth
A(5, -7), B(0, 5)

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Question 109308: Complete the statements, always, sometimes or never.
An isosceles triangle will ? have a right angle.

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Question 109308: Complete the statements, always, sometimes or never.
An isosceles triangle will ? have a right angle.

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Question 109306: Complete the statements, always, sometimes or never.
An isosceles triangle will ? have a right angle.

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Question 109305: Complete the statements, always, sometimes or never.
A right triangle will ? have an acute angle.

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Question 109304: Complete the statements, always, sometimes or never.
An obtuse triangle will ? have two acute angles.

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Question 109304: Complete the statements, always, sometimes or never.
An obtuse triangle will ? have two acute angles.

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Question 109587: There is an equalatril triangle. On one side it says 10ab - 2a, on another side it just says a. I need a simplified formula for this quantity.
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Question 109523: Find the hypotenuse of a right triangle with sides 5 inches and 10 inches.
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Question 109081This question is from textbook
: I need a proof for the HL theorem.This question is from textbook

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Question 109838This question is from textbook
: what triangle has 35 degrees, 20degrees and 125 degreesThis question is from textbook

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Question 110541: I am given that there is a equiangular triangle ABC. Side AB is 17 units, side BC is 5x-y and side AC is 7x+2y. I need to write my answer in standard form of Ax+By=C but do not have to solve.
I just dont understand how to do this when x & y are together. Thanks.

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Question 109522: If one side of a right triangle is 12 and its hypotenuse is 13, what is the length of the other side?
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Question 111844: Can you make two similar triangles using exactly 9 toothpicks? If so, explain how.


And is this even the right place to ask the question or should this question be in a different catergory?

-Jasmine

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Question 111940: Find the perimeter of a triangle that has the following sides: 4x + 1, 7x – 2, and 7x +1. Find the expression that represents its perimeter.
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Question 112224: The angle bisector of one angle of a triangle forms two angles that measure 27. The angle bisector of another angle forms two angles that measure 34. What is the measure of the third angle of the triangle? Make a diagram if possible


Thanks!

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Question 112168This question is from textbook
: i have to draw this question This question is from textbook

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Question 112169This question is from textbook
: i dont no how to do number 5This question is from textbook

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Question 112080: This problem includes triangles, but is presented as a pre-calculus problem. Since I cannot upload the triangle I'll describe it. Triangle ABC is made up of two triangles. The smaller triangle is a 45,45,90 and it's height is 7. The second triangle is larger and is a 30,60,90 it's height is also 7. I found the hypotenuse and base for the 45,45,90 triangle they are: hypotenuse= 7 square roots of 2 and base= 7. I am having trouble finding the hypotenuse and base of the 30,60,90 triangle. How do I solve for this?
Thank you so very much for your time.

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Question 112503: My problem does not come from a textbook my teacher gave it to me in a packet...the information that was given is that line PQ is the perpendicular bisector of line segment FG.Line FP=4X-9,PG=2/3x+21,FQ=9/2y-4 and QG=5y-6 what is the value of x and y?

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Question 112539This question is from textbook
: Hello I'm given a Right Triangle EFG. EF being the hypotenuse with a altitude which is HG. Segment GF=20 and segment EF=25. The question is Find the length of HF.
I just can't seem to figure this one out I'm not having any trouble on any of the other ones. Well i hope my description is good enough, Thank You.
This question is from textbook

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Question 112729: A KITE IS STUCK IN A TREE THAT IS 8 FEET TALL. YOU ARE 6 FEET FROM THE BOTTOM OF THE TREE. HOW LONG IS THE KITE'S STRING?
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Question 112968: The hypotenuse of a right triangle is 11 miles long. One leg of the triangle is 3 miles longer than the other leg. Find the sum ofo the lengths of the two legs of the right triangle.
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Question 113059: how do you figure triangles with a square root in the problem. I have a 90degree triangle with the hypotenus being 6 square root 3 and I have to find the legs.
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Question 113318This question is from textbook basic math, algebra and geometry with applications
: Find the coordinates of hte midpoint of the segment with endpoints (-3, 4) and (5, -9)This question is from textbook basic math, algebra and geometry with applications

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