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Please write in complete sentences and use proper vocabulary.
![]() Compare and contrast the two graphs. Use what you have learned about linear relationships to help you describe the two tables. Please write in complete sentences and use proper vocabulary.
34 Comments
DeMontre' Hayes
10/27/2015 06:16:23 pm
Both graphs go up by two for time. Both sides on distance also go up by six. The y intercept on the first graph is 0 but on the second is 4. They both are linear and have a constant rate of change.
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DeMontre' Hayes
10/29/2015 08:23:45 pm
The constant rate of change for the first table is y=3x. And the second table doesn't have a constant rate of change. The first graph is promotional while the second is non proportional.
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TaVazia Williams
10/27/2015 07:56:43 pm
Table 1 is a proportional linear relationship because it has a constant rate of change which is also another word for slope. The constant rate of change means that the graph will either increase or decrease at an equal amount that is the shared throughout the diagram, table or graph. To find the constant rate of change using a table, you look for a pattern between the X and Y values making sure that the pattern remains the same when the Y over the X is proportional and increases by the same amount on each side. In Table 1, the X (Time) increases by 2 and the Y (Distance) increases by 6 each time. 6 divided by 2 equals 3 so the constant rate of change of Table 1 is 3. Another way to know that it is a proportional linear relationship is to find the Y- intercept. The Y- intercept on a table is when X is 0 what is Y. The Y-intercept in Table 1 is 0.Table 2 is also a proportional linear relationship. It has the same characteristics as Table 1 except the Y- intercept is 4
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Kevin Guerra
10/28/2015 04:15:16 pm
Both graphs are proportional, but table 2 does not have a constant rate of change, whereas table 1 does. They are both positive.
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kevin guerra
10/29/2015 03:03:03 pm
Never mind. Just forget that first comment. Both have a constant rate of change. Table 2 is non-proportional, and the y-intercept is 4. Table 1 is proportional, and they are both positive.
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Cael Ross
10/28/2015 05:11:41 pm
1.On table1 the y intercept is 0. It has a slope of 3 and would go through the origin.
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Cael Ross
10/30/2015 02:03:59 pm
The equation in table 1 is y=3x. For table 2 the equation is y=3x. They have the same slope intercept form equation because they have the same slope.
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Kameron Hatcher
10/28/2015 07:30:48 pm
On graph #1 it is proportional linear because both sides rise by the same amount each time.
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ronald wilson
10/29/2015 09:21:10 am
Table 2 is not proportional because it does not go through the origon, but table1 is protional because it goes through the origon.Both tables are linear.Both of them has an increase slope.
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steven trujillo
10/29/2015 09:30:54 am
table #1 y-intercept is 0 the slope of table #1 is 3 and goes through the origin and table #2 y-intercept is 4 and it does not have a constant rate of change.
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dylan thomas
10/29/2015 09:38:00 am
i think they are proprtional because they have the same constant rate of change. it is 2/6 which could be simplified into 1/3.
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dylan thomas
10/30/2015 09:32:47 am
my bad. the constant rate of change is actually 6/2 which you could simplify by 2 to get 3/1 or 3. so they are proportional and linear still. also they increase.
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Dylan Thomas
12/15/2015 05:52:17 am
Math is very hard I don't like it
zachary mooney
10/29/2015 01:52:52 pm
the table 1 is proportional linear because they keep a constant rate of change. so then table 2 is non proportional linear.
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hugo corral
10/29/2015 03:22:20 pm
The first graph the slope is 3 because when y is 0 the x is your slope the equation is y=3x and its proportional linear relationship because it keeps a constant rate of change and for the second graph has no slope and is not proportional linear relationship
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Mekhi Nicholson ☺
10/29/2015 06:15:16 pm
On table one has no y intercept. On table 2 the y intercept us 4. Also table 2 is a non proportional relationship because when X was 0 y was 4. Compared to table one,which is a proportional relationship because when X was 0 y was 0 too.
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Jorge Castro
10/29/2015 06:29:25 pm
On table 1 the y-intercept is 0 and it has a slope which is 3 because on the time (x) it goes up by 2 and on the distance (y) it increases by 6 and when you divide 6 by 2 it's 3 and it is a proportional linear relationship, also the y-intercept is 0
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Mosi Ighzebier
10/30/2015 04:57:34 am
Table 1 is a proportional linear relationship which has a slope (constant rate of Change) to find the constant rate of change you must find the pattern on both sides and put it in Y/X form to give you the slope. Table 2 is a non proportional relation for table 1 the y intercept is 0 for table 2 it is 4
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Cesar Diaz
10/30/2015 09:40:31 am
I can see that both graphs increase by 2 on the left side and by 6 on the right side.The y-intercepts are different because on the left graph the y- intercept is 0 on the other graph the y-intercept is 4.the graph on the left is proportional because it goes through the origin.And last they both have time and distance.Oh and slope for both is the same it is:6over2
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Cesar Diaz
10/30/2015 09:43:02 am
the slope can also be reduced by 3/1
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asa aldridge
10/30/2015 01:52:58 pm
Both tables are linear. the first table is proportional, the second table is not proportional.The 1st table does have a constant rate of change but the other one doesnt
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Jdan burnett
10/30/2015 01:55:40 pm
table one is proportional and has a constant rate of change with a slope of 3/1.unlike table two it is non propotional and does not have a constant rate of change.And both tables has a positive rate that increases up
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jalen
10/30/2015 01:59:24 pm
table one is proportional and has a constant rate of change(slpoe).table one has a pattern which makes it easier to find out if the problem is proportional or not.table two is proportional,because it have a pattern you have to look at the x axis and it is skipping by twos. you have to fill in 3,5,and 7 to figure out if it is proportional .chart two has a constant rate of change also .HAPPY HALLOWEEN ERRBODY AND MS.SANDERS *_*
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Ms. Sanders
11/1/2015 06:04:02 pm
Same to you Jalen
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Joseph Martin
11/2/2015 06:40:20 am
Table 1is proportional and table 2 is not proportional and the both have a constant rate of change
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joseph martin
11/2/2015 10:04:35 am
both charts are increasing by 2 in time(min.) and both are increasing by 4 in distance(ft.).Also the y intercept for table 1 is 0 and for table 2 the y intercept is 4.
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Emmanuel veal
11/2/2015 09:14:56 am
Table1 is proportional and it has a constant rate of change table2 it is not proportional and it does has a constant rate change and the y-intercept is 4
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Jesus Varela
11/2/2015 09:20:28 am
Table 1 is porportional. Table 2 is non porportional.Both tables have a constant rate of change
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Chakoda sparks
11/2/2015 03:42:48 pm
Graph 1is proportional. It starts fom the origin. And has a constant rate of change. The slope =3over1. Slope intercept form=y=3xand the chart is linear.graph2 is non proportional. Because it starts at. 4Y away from the origin,it has a constant rate of change and the slope is 3over 1.slope intercept form=y=3x+4
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Francisco camarena
11/3/2015 06:57:41 am
Table one is poportinaand has a constant rate of change also has pattern that makes it easier to find if it is poportinal. Table two is poportinal because it has a pattern x-axis skips by two. You need to fill in 3,5,7 to find out if it is poportinal.chart two has a constant rate of ghaing
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Imanol sierra
11/3/2015 09:43:43 am
Both graphs are linear and do have a constent rate of change.they both go by two in the time and the distance for both is 6.In the first the y-intercept is 0 and in the second its 4
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Francisco camarena
11/5/2015 09:38:47 am
there both linear and the constant rate of change is 2 and the distance is 4.chart one is (0,0) and the second is(0,4)
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Drayden Hicks
11/5/2015 02:08:35 pm
The table on the right is not proportional because the y intercept is 4. They are both linear. The slope for the right table is 3x the slope on the left table is 3x+4.
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deiondre taylor
11/6/2015 01:25:49 pm
the first promblem is linear and proportional and the second problem is non proportional and non linear.
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