Question

Write an equation of a line that passes through the point (2, 3) and is parallel to the line y =3x/2+5. (5 points)
y =-2/3x
y = -2/3x− 7
y = 3/2x
y = 3/2x+ 7

Answer 1

@annas can you please help me?

Answer 2

@Loser66 can you please help?:)

Answer 3

The latex doesn't show. What is the given line's equation?

Answer 4

sorry I'm confused?

Answer 5

y = .....x + 5? I don't see it

Answer 6

y =-2/3x
y = -2/3x− 7
y = 3/2x
y = 3/2x+ 7

Answer 7

Please, don't copy and paste. It doesn't work on my computer

Answer 8

oh sorry i didn't know!

Answer 9

y= -2/3x
y= -2/3x -7
y= 3/2x
y= 3/2x + 7

Answer 10

@Loser66

Answer 11

Want me guide or my answer?

Answer 12

both please!:)

Answer 13

the given equation is \(y = \dfrac{3}{2}x +5\) right?

Answer 14

yep

Answer 15

the slope of it is 3/2, right?

Answer 16

yes

Answer 17

hence, the required line has the same slope with it (3/2) , now you can pick either c or d.

Answer 18

c?

Answer 19

Suppose c is the correct answer, then you need put the point in, if it satisfies the equation, then c is the right one, if it doesn't, we check d

Answer 20

okay

Answer 21

to c, \(y = \dfrac{3}{2}x\), I replace the point (2,3) that is y = 3, x =2
so \(3 = \dfrac{3}{\cancel 2}\cancel 2\\3=3\)
Bingo, hence c is the correct one

Answer 22

Then, no need to check d. C is the correct answer

Answer 23

thank you so very much!