How Many Tenths Are There In 4.9
How many tenths are there in 4.9
Answer:Computation:
Tenths is the first number after the decimal point
So move the decimal point one place to the right
"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
Comments
Post a Comment