Question

Complete the following steps to solve the system of linear equations: 3x+4y=18 and x+3y=11.

a) Step 1. Make a table of values for each linear equation. Include at least three rows of the table. Be sure to label each table. as in the x input and y output then step 2 tell me the points for this so i can graph

Answer 1

3x+4y=18
3x=18-4y
x=18-4y/3

Answer 2

what are point for the graph

Answer 3

points

Answer 4

help help help help help help help help help help

Answer 5

can someon please help me im in the middle of a test and need help now

Answer 6

wait bro..

Answer 7

k

Answer 8

you can simply find two points by substituting y=0 and x=0

Answer 9

can you do it for me

Answer 10

ok amigo
lets consider the equation \[3x+4y=18\] when x=0 \[4y = 18\]\[y=\frac{18}4 = 4.5\] therefore we have the point \[(0,4.5)\]when y =0 \[3x=18\]\[x=\frac{18}3 = 6\]therefore we have the point \[(6,0)\]

Answer 11

i got the work not just tell me points only

Answer 12

for thre other eqn
(0,11/3) (11,0)

Answer 13

is tht wht u wnt u wanna knw tha set of values for different x n y

Answer 14

now solve the system of linear equations

Answer 15

hello neo92 i need help now please solve system of linear equations

Answer 16

oh bro sry 4 da l8. did u pot the graphs?

Answer 17

i now need to solve sytem of equations

Answer 18

solutions are \[x = 2\] and\[y = 3\]

Answer 19

is tht wht u wnt? plot the two graphs and luk for the intersecting point
also u can solve these as two simultaneous eqns