Question

Refer to the equation 4x+3y=24
Complete the table of values for at least 2 points. Show your work.
Use the table of values to graph the line.

i just need to check my work

for (b) i put the coordinates (0, 8) and (6,0)

the table of values is shown below

Answer 1

$4x+3y=24$

$3y=-4x+24$

$y=\frac{-4x+24}{3}$

Using your values of x = 0 and x = 6:

$\frac{-4(0)+24}{3} =8$

$\frac{-4(6)+24}{3} =0$

Therefore you are correct

Answer 2

Answer : The coordinates are, (0, 8) and (6,0)

Step-by-step explanation :

As we are given the equation:

$4x+3y=24$

When we are taking x = 0 then the value of 'y' will be:

$4x+3y=24$

$4(0)+3y=24$

$0+3y=24$

$3y=24$

$y=8$

When we are taking x = 6 then the value of 'y' will be:

$4(6)+3y=24$

$24+3y=24$

$3y=24-24$

$3y=0$

$y=0$

The coordinates are, (0, 8) and (6,0)