amyonelove
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- Jul 12, 2020
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The area of a triangle is 75 square meters. The altitude of the triangle is 5 meters longer than the base of the triangle. Find the base and the altitude of the triangle.
What is the equation for "area of a triangle" in terms of its base and height?The area of a triangle is 75 square meters. The altitude of the triangle is 5 meters longer than the base of the triangle. Find the base and the altitude of the triangle.
What is the equation for "area of a triangle" in terms of its base and height?
Please show us what you have tried and exactly where you are stuck.Please follow the rules of posting in this forum, as enunciated at:Please share your work/thoughts about this problem.
What does your textbook say about "area of a triangle?I have no idea where to even start to try and solve it I’m stuck right from the beginning and all the information I have to solve it I posted there is no other information.
Once you find the area formula, this will be primarily an algebra problem. You'll be writing an equation that says the area formula gives an area of 75, and solving for a variable, probably representing the length of the base.The area of a triangle is 75 square meters. The altitude of the triangle is 5 meters longer than the base of the triangle. Find the base and the altitude of the triangle.
The reason we start by asking questions is to help you learn by doing. Thinking actively works better than just seeing someone else do it all for you. We will be happy to help you with the details, once we know what you are able to do already, so we can build on that. If you have found a formula for the area, then that is something that you know, and just telling us that would give us a place to start.Ok I’m confused I thought this site was like a tutoring think to help you solve problems. I have already been looking on line for hours and I don’t get it that’s why I’m not asking what I thought was a tutor for help to break down the steps. Are you not able to help me?
The area of a triangle is 75 square meters. The altitude of the triangle is 5 meters longer than the base of the triangle. Find the base and the altitude of the triangle.
I'll give you another piece of the solution: Since you were told how the altitude can be found if you know that base, I would start by defining a variable:Once you find the area formula, this will be primarily an algebra problem. You'll be writing an equation that says the area formula gives an area of 75, and solving for a variable, probably representing the length of the base.