Question

Indicate in standard form the equation of the line passing through the given point and having the given slope.

A(5, 5), m = 3

Answer 1

i really need help

Answer 2

so u have x = 5 , y =5 and m is 3 ,
use the y = mx + c to find contant !!

Answer 3

that's the standard line formula

Answer 4

ok so how would it come out in the the formula like what would it look like

Answer 5

come on , just try it !!

Answer 6

do i plug it in

Answer 7

tell me what u got and i'll check

Answer 8

yes , plug it!!

Answer 9

and then when i plug it in am i useing the like equation form to come up with the answer

Answer 10

yes , exactly , except u only show the value of m & c ,

Answer 11

so itll be like 5=m(5)+3

Answer 12

no , m = 3 , use

y = mx + c , to find c

5 = 3*5 + c , solve it

Answer 13

then put the value back in the eqn. with leaving x & y as variables

Answer 14

m=3 then you plug in the coordinates to x and y to find the b or y-intercept of the equation.
Use the equation y=mx+b to find this. Then you have to turn that into standard form instead of point slope form.

Answer 15

so plug in the what to the coordinates

Answer 16

umm , u need the constant , first @ heat1017

Answer 17

i dont get it

Answer 18

use my eqn to get c then , i'll guide u

Answer 19

5 = 5*3 + c
5 = 15 + c
c = 5-15 = -10

then y = mx + c

y = 3x -10

Answer 20

What constant?

Answer 21

But standard form of the answer is 3x+y=-10

Answer 22

no , but then m = -3

Answer 23

Yes

Answer 24

then substitute -3 in the same eqn , u get ur answer

Answer 25

Standard form Ax+By=b
Point-Slope Form y=mx+b

Answer 26

ok so what would be the answer then