graph the equation by plotting three points 2y=5x+11
(1,8) (3,13) (-1,3)
3,13 is not one of the answers ibsmart
that's not the answer
oh wait, you're trying to find the three points not the graph
yes
what do you mean answer? If you substitute 13 for y and 3 for x into the equation, it works.
13 is not one of the points on the graphg
I need to find what the three points that make the equation true
use a table of values x: -1 : 1 : 3 substitute them into the equation to find y --------------- y: 3 : 8 : 13 plot the ordered pairs, (-1, 3) (1, 8) and (3, 13) on the numberplane then draw a long line through all 3 points
2(13)=5(3)+11 26=15+11 26=26 True
the point 13 is not on the graph it goes up to 10
why not just substitute an x value to find a y value and the ordered pair will be on the line x = 1 2y = 5*1 + 11 2y = 16 so y = 8 plot the ordered pair (1, 8) repeat the process with values like -1 and 3
Then try (-3,-2)
well it is on the line, its just that the number plane is not large enough to include it so choose x = -3, x = -1 and x = 1 substitute those values to find the ordered pairs
ok
in a question of this type.... you choose the values for x.... then substitute to find the corresponding y values if you do it correctly you can draw a line through all 3 points
I got (-3,-4) (-1,6) (1,16)
how can you get an ordered pair of x = -1 and y = 6 \[2y = 5 \times (-1) + 11\] then \[2y = -5 + 11\] so \[2y = 6\] what is y...?
3
can someone please help me
so the 1st point to plot on the number plane is (-1, 3) now for x = 1 \[2y = 5 \times 1 + 11\] I'll let you solve this
1,16
no same mistake as before 2y = 16 what is y..?
8
so plot (1, 8) now substitute x = -3 \[2y = 5 \times (-3) + 11\] whats the value of y
-2
thats correct... so on the number plane plot your 3 points (-3, -2) (-1 , 3) (1, 8) if you have calculated correctly you can draw a straight line that passes through all 3 points
thanks so much that that was correct
glad to help
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