How Do Plates Differ From One Another
How do plates differ from one another
They are different because of their movements and their sizes.
"Does Anyone Know How To Figure This Out Cause I Dont Please Im Running Out Of Time (The Bottom Shape Have Nothing To Do With The Problem)"
Does anyone know how to figure this out cause I dont Please im running out of time (The bottom shape have nothing to do with the problem) Answer: B (12 sq. in) Step-by-step explanation: We are the given the ratio of two different figures: > 1 in = 5 ft > 1 in = 10 ft The given is the area of the triangle on the right is 6 sq. in. To be able to find the area of the triangle in the left. First, we need to square the ratio of the second triangle. That will become, 1 sq. in = 10 sq. ft Since we are given 6 sq. in, then we can substitute that and find how many sq. ft are there. So, 1(6) sq. in = 10(6) sq. ft which will become 6 sq. in = 60 sq. ft Next, square the equation of the first triangle which will become 1 sq. in = 5 sq. ft. Then divide the area of the second triangle by the first. That is 60 sq. ft / 5 sq. ft = 12 sq. ft Multiply it by the number of inches, 12 sq. ft x 1 sq. in = 12 sq. in Hope this helps! ~~DeanGD20
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