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Margaret and Jacob each have a collection of coins and stamps. Margaret's collection has 8 coins and 15 stamps. Jacob's collection has 10 coins and 17 stamps. Which of the followingbest compares Margaret's and Jacob's coins and stamps? ОА They have the same ratio of coins to stamps because a straight line can be drawn through the points (8, 15) and (10, 17) on a coordinate grid. O B They have the same ratio of coins to stamps because a straight line can be drawn through the points (8, 15), (10, 17), and (0,0) on a coordinate grid. с They do not have the same ratio of coins to stamps because a straight line cannot be drawn through the points (8, 15) and (10, 17) on a coordinate grid. D They do not have the same ratio of coins to stamps because a straight line cannot be drawn through the points (8, 15), (10, 17), and (0,0) on a coordinate grid.​

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Answer: D

Step-by-step explanation: because if you divide the points (15 divided by 8=1.875), (17 divided by 10= 1.8) they will not have the same quotient. So they do not have the same ratios of coins to stamps

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