Question

Which ordered pairs are solutions to the equation?

y = 2x + 5

A.
(5, 15) and (2, 9)

B.
(5, 10) and (2, 9)

C.
(5, 15) and (9, 2)

D.
(15, 5) and (2, 9)

Answer 1

ill give medal

Answer 2

and will fan

Answer 3

Have you tried plugging in each point and seeing if the y values are true?

Answer 4

i dont get this

Answer 5

Ok..

y =2x+5

To test the point (5, 15)

5=x

y=2(5)+5

y=15, this point is a solution

Answer 6

still confused

Answer 7

???????????????

Answer 8

What don't you get..?

Answer 9

basicly all of it

Answer 10

@Nnesha You have better explanation?

Answer 11

in order pair first number is x and 2nd one is y
for example \[\huge\rm (x ,y)\]
replace x and y by one of order pair
if both sides are equal then that order pair iz ur answer
you should try both.

Answer 12

what do you mean if both sides are equal

Answer 13

your function y=2x+5...if both sides are equal..

Answer 14

like.....

Answer 15

i will never get this

Answer 16

both side equal mean
4 = 4
0 = 0 when you solve one of side that should be equal to the other side

Answer 17

ohh

Answer 18

so the answer would be ??????????????

Answer 19

Let's test the claim "(5,15) is a solution to the equation y = 2x+5"

so that means (x,y) = (5,15)

so x = 5 and y = 15