Question

what line does the point (7, 1) lie?

Answer 1

are you given a choice of lines on which it might lie? there are an infinite amount of lines through any point in the plane

Answer 2

y=mx - ym + 1
x-intercept = 7-1/m
y-intercept = 1-7m

Answer 3

yes i am they are
Y=5X +4
Y= X -10
Y=-4X + 3
AND Y=-X +8

Answer 4

Then, -5x+y-4=0

Answer 5

whew now we have a question
\((x,y)\) in your case is \((7,1)\)
replace \(x\) by \(7\) and \(y\) by \(1\) and see if the equation is true or false

Answer 6

for example, lets check
\[y=5x +4\]
\[1=5\times 7+4\] no way
lets check another

Answer 7

\[Y= X -10\]
\[1=7-10\] nope

Answer 8

\[Y=-4X + 3\]
think it will work here?

Answer 9

???

Answer 10

is it clear what i am doing or not?

Answer 11

NO WAY

Answer 12

SORRY

Answer 13

ok lets go slow
you want to know which of these four lines contains the point
\[(\color{red}{7},\color{blue}{1})\]

Answer 14

OK

Answer 15

if the point is on the line, that means when you replace \(\color{red}{x}\) by \(\color{red}{7}\) and
\(\color{blue}{y}\) by \(\color{blue}{1}\) the equation should be true, but which i mean the number on the left (which is a \(\color{blue}{y}\) and therefore is \(\color{blue}{1}\) should be equal to the number on the right

Answer 16

Can you please just give me the answer?

Answer 17

Pretty please with sprinkles on top

Answer 18

so your job is to replace \(\color{red}{x}\) by \(\color{red}{7}\) and \(\color{blue}{y}\) by \(\color{blue}{1}\) and see what you get

Answer 19

sure lets check the last one

Answer 20

what do i do when i replace them

Answer 21

compute the number you get on the right, and see if it is equal to 1

Answer 22

can u just give me the answer

Answer 23

\(\color{blue}{1}=-\color{red}7 +8\)

Answer 24

true or false?

Answer 25

ok now what one of the choices i previously typed is it
1 2 3 or the fourth one

Answer 26

\(\color{blue}Y=-\color{red}X +8\)

Answer 27

it's either true or false:)