Proportional relationship means that the line will be going through the origin, meaning that if the x coordinate is 0, then y has to also equal to 0. Also another way to determine a proportional relationship is by identifying the slope and y intercept. If the line has a y-intercept then it is not proportional because it will not be going through the origin.
y = 4x Input 0 for x and y.
0 = 4(0)
0 = 0
This makes the statement true because if x is 0 then y is also 0.
Table C represents the proportional relationship between the x and y values.
Step-by-step explanation:
Proportional relationship definition states that x increase y increases.Proportional relationship definition states that x decrease y decreases.Table A x decreases and y increases so it is not proportionate.Table B x decreases and y increases so it not proportionate.Table C x decreases y decreases and x increases y increase.Table C x remains 0 y to remains 0 so it is proportionate.Table D one part of x decreases and y increases it is not proportionate.
Table C represents the proportional relationship between the x and y values.
Step-by-step explanation:
Proportional relationship definition states that x increase y increases.Proportional relationship definition states that x decrease y decreases.Table A x decreases and y increases so it is not proportionate.Table B x decreases and y increases so it not proportionate.Table C x decreases y decreases and x increases y increase.Table C x remains 0 y to remains 0 so it is proportionate.Table D one part of x decreases and y increases it is not proportionate.
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