which ordered pairs (4,1), (9,0), (-1,-2), (-16,5) are the solution for equation x + 5y = 9?

Question

which ordered pairs (4,1), (9,0), (-1,-2), (-16,5) are the solution for equation x + 5y = 9?

Answer 1

It's just plug 'n chug. The first pair is (4, 1) so
4+5*1 = 9 ? Yes. So that pair works.

Now you do the rest of them.

Doug

Answer 2

5y = - x + 9
y = - (1 / 5) x + 9 / 5

Try x = 4 :-
y = - 4 / 5 + 9 / 5 = 5 / 5 = 1
(4 , 1) is a solution

Try x = 9 :-
y = - 9 /5 + 9 / 5 = 0
(9 , 0) is a solution.

Try ( -1 , - 2) :-
y = (-1/5) (-1) + 9 / 5 = 10 / 5 = 2
NOT a solution

Try (-16 , 5) :-
y = 16 / 5 + 9 / 5 = 25 / 5 = 5
(- 16 , 5) is a solution.

Answer 3

4 and 1

4 + 5 (1) = 9


-16 and 5

-16+ 5(5) = 9

Answer 4

only plug interior the numbers! y= the 1st kind of any ordered pair, & x= the 2d quantity. enable's commence with (-2, 10), we ought to? x = -2 y = 10 EQUATION: -2 = 5(10) Now, does this pair grant a appropriate answer? In different words, does 5 greater by ability of 10 equivalent -2 (ie. does 50 = -2)? Nope! yet try plugging something of the ordered pairs into the formulation y = 5x, and you will locate the right one quickly adequate! desire this helps you!

Answer 5

By my math, 4+5*1+9, 9+5*0=9, and -16+5*5+9, so the only one that won't work is (-1, -2).

Answer 6

All.