The running time for movie A is 36 minutes more than twice the running time for a movie B. If the running time for movie A is subtracted from triple the running time for movie B, the result is 58 minutes. What is my answer? Running time movie A is ___ mins and running time for movie B is ___ mins.
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what do you think the answere is
@KendyM25
Well I haven't bit problem trying to figure it out its algebra question that complete on lab quiz
Translate each sentence into an equation.. use A and B for the running time variable for each is - =
A is 36 minutes more than twice the running time for a movie B right here we have one clue
The running time for movie A --- A is --- = 36 minutes more than --- + 36 twice the running time for a movie B --- 2*B ------------------------------------------
If the running time for movie A is subtracted from triple the running time for movie B, the result is 58 minutes here is the second
the running time for movie A is subtracted from triple the running time for movie B --- B-A the result is --- = 58 minutes ---- 58 ,
Yea this math is algebraic expression of problem values
Idk if anyone is familiar with consecutive integers problems cause that's what this is.
did you find out the answere
"The running time for movie A is 36 minutes more than twice the running time for a movie B" A = 2*B + 36 " If the running time for movie A is subtracted from triple the running time for movie B, the result is 58 minutes" B - A = 58
They gave you two equations that include the running times for A and B. You can solve that system of two equations for the two variables A and B A = 2*B + 36 B - A = 58
Graphically, those are two lines in the coordinate plane. Each point is, (A,B). The solution is the intersection of both solution sets, where the two lines cross, at the point (A,B), A= and B= some value.
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