SOLUTION: WHICH EQUATIONS OF LINES PASS THROUGH 0,6 Y=6X+5 Y=5X+6 Y=5X+3 Y=4X+6

Algebra ->  Absolute-value -> SOLUTION: WHICH EQUATIONS OF LINES PASS THROUGH 0,6 Y=6X+5 Y=5X+6 Y=5X+3 Y=4X+6      Log On


   



Question 162028: WHICH EQUATIONS OF LINES PASS THROUGH 0,6
Y=6X+5
Y=5X+6
Y=5X+3
Y=4X+6

Answer by Electrified_Levi(103) About Me  (Show Source):
You can put this solution on YOUR website!
Hi, Hope I can help
.
WHICH EQUATIONS OF LINES PASS THROUGH 0,6
Y=6X+5
Y=5X+6
Y=5X+3
Y=4X+6
.
Points are given as (x,y)
.
Point (0,6)(x,y), it means "x" = "0", "y" = "6"
.
To find if point (0,6) is a point on a line, all you do is replace "x" and "y" in the equations with the point, in this case (0,6)
.
Replace "x" with "0", and "y" with "6", in all of the equations
.
(0,6),+Y=6X%2B5+ = +%286%29=6%280%29%2B5+ = +6+=+0%2B5+ = +6+=+5+ (False)
.
(0,6), +Y=5X%2B6+ = +%286%29=5%280%29%2B6+ = +6+=+0%2B6+ = +6+=+6+ ( True) ( Point (0,6) is a point on the line )
.
(0,6), +Y=5X%2B3+ = +%286%29=5%280%29%2B3+ = +6=0%2B3+ = +6+=+3+ ( False )
.
(0,6), +Y=4X%2B6+ = +%286%29=4%280%29%2B6+ = +6=0%2B6+ = +6=6+ ( True ) ( Point (0,6) is a point on the line )
.
Here are the lines on a graph
.
Blue Line = +Y+=+5X+%2B+3
Redish Brown Line = +Y+=+6X+%2B+5+
Green Line = +Y=5X%2B6+
Purple Line = +Y=4X%2B6+
.

.
The line equations, +Y=5X%2B6+ and +Y=4X%2B6+, have (0,6) as a point
.
Hope I helped, Levi