From the coordinate plane, we can identify the missing equivalent ratios for option A and option B.
For option A:
- The missing equivalent ratio for (5, 4) is (25, 20) or 5:4
- The missing equivalent ratio for (10, 8) is (20, 16) or 5:4
- The missing equivalent ratio for (15, 12) is (10, 8) or 5:4
- The missing equivalent ratio for (20, 16) is (5, 4) or 5:4
For option B:
- The missing equivalent ratio for (6, 5) is (24, 20) or 6:5
- The missing equivalent ratio for (12, 10) is (18, 15) or 6:5
- The missing equivalent ratio for (18, 15) is (12, 10) or 6:5
So, the missing equivalent ratios for option A and option B are:
Option A: 5:4, 5:4, 5:4, 5:4
Option B: 6:5, 6:5, 6:5
Use the tables and image to answer the question. Option A x (lemonade mix) y (cups of water) 54108151220162520Option Bx (lemonade mix) y (cups of water) 65121018152420A graph with the x-axis representing scoops of lemonade mix ranging from 0 to 30 in increments of 3 and the y-axis representing cups of water ranging from 0 to 20 in increments of 2 shows seven plotted points, 4 for option A and 3 for option B. Option A has the following points: left parenthesis 5 comma 4 right parenthesis; left parenthesis 10 comma 8 right parenthesis; left parenthesis 15 comma 12 right parenthesis; and left parenthesis 20 comma 16 right parenthesis. Option B has the following points: left parenthesis 6 comma 5 right parenthesis; left parenthesis 12 comma 10 right parenthesis; and left parenthesis 18 comma 15 right parenthesis.Based on the tables and coordinate plane, identify the missing equivalent ratios from the coordinate plane.
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