Jeremy plays basketball for the varsity team. Last season, he second a total of 1489 points consisting of 2-point and 3-point baskets. If Jeremy made a total of 640 baskets, how many of the baskets counted 3 points?
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Step-by-step explanation:
Let
x-----> number of baskets of two points
y-----> number of baskets of three points
we know Let
x-----> number of baskets of two points
y-----> number of baskets of three points
we know that
2x+3y=1,4892x+3y=1,489 ----> equation A
x+y=640x+y=640 ----->x=640-yx=640−y ------> equation B
substitute equation B in equation A and solve for y
2(640-y)+3y=1,4892(640−y)+3y=1,489
1,280-2y+3y=1,4891,280−2y+3y=1,489
y=1,489-1,280=209y=1,489−1,280=209 for y
2(640-y)+3y=1,4892(640−y)+3y=1,489
1,280-2y+3y=1,4891,280−2y+3y=1,489
y=1,489-1,280=209y=1,489−1,280=209
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