justbreathe
New member
- Joined
- Feb 17, 2010
- Messages
- 4
So the problem is: The perimeter of a rectangle is the same as its height. The height is three more than the base. What are the dimensions of this rectangle?
There are also other variants of this problem such as : The perimeter of a rectangle is 72 cm. The base is three times the height. What are the dimensions of this rectangle?
I'm a 9th grader, in Hon. Geometry for the second time after failing it in 8th grade. I'm great at many aspects of math but for some reason, finding the factors of numbers and what goes with what to make a certain number is just incredibly difficult. So I was wondering if there is a formula(s) for these types of problems that would work to solve them? Even if it's a complex equation with a lot of steps, I can guarantee that it would take me less time to do than sit down, list all the possibilities and try each one, because I just don't have the time to do that.
I'm not just being lazy, really, I just find this incredibly difficult. So if there's anything you can think of at all, pleeeeease let me know.
There are also other variants of this problem such as : The perimeter of a rectangle is 72 cm. The base is three times the height. What are the dimensions of this rectangle?
I'm a 9th grader, in Hon. Geometry for the second time after failing it in 8th grade. I'm great at many aspects of math but for some reason, finding the factors of numbers and what goes with what to make a certain number is just incredibly difficult. So I was wondering if there is a formula(s) for these types of problems that would work to solve them? Even if it's a complex equation with a lot of steps, I can guarantee that it would take me less time to do than sit down, list all the possibilities and try each one, because I just don't have the time to do that.
I'm not just being lazy, really, I just find this incredibly difficult. So if there's anything you can think of at all, pleeeeease let me know.