X and Y have a total of 500 marbles with them. If Y gives a certain number of marbles to X, X will have four times the number marbles that Y has. If X gives the same number of marbles to Y, the number of marbles with X will be 2/3rd of what Y has. Find the difference between the number of marbles they had initially.
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Answer:
Step-by-step explanation:
You get the functions x+y=500 marbles , y-z=4x , x-z= 2y/3
you separate z --> z=y-4x , z=x-2y/3 so y-4x=-2y/3
Now you get the 2 functions x+y=500 and y-4x=-2y/3
x=500-y>>> y-4(500-y)=-2y/3
y-2000+4y=-2y/3
17/3y=2000
y=2000x3/17
y≅353
x≅147
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