https://padlet.com/pontiousl/hpn2y4cgatns Explain you solution 2 different ways en-us 2016-12-14 14:20:51 UTC 2025-10-04 06:36:55 UTC hello@padlet.com pontiousl https://padlet.com/pontiousl/hpn2y4cgatns/wish/143600948 Explain in detail 2 ways to get to the hive!]]> 2016-12-14 14:22:21 UTC https://padlet.com/pontiousl/hpn2y4cgatns/wish/143600948 https://padlet.com/pontiousl/hpn2y4cgatns/wish/143601337 First you would put 2x+y=4 into slope intercept form, which is y=-2x+4, then you graph y=-2x+4 and y=1/2x-1 into the graph, this leaves you with an intersection at (2,0). You can also use substitution to plug y=1/2x-1 into 2x+y=4 to get x=2, then you plug x into 2x+y=4 which gives you y=0, or (2,0). ]]> 2016-12-14 14:23:30 UTC https://padlet.com/pontiousl/hpn2y4cgatns/wish/143601337 https://padlet.com/pontiousl/hpn2y4cgatns/wish/143601669 You put 2x+y=4 in slope intercept form. And then you graph both equations to get the intercept (2,0). Then you can also use elimination to get the same answer.]]> 2016-12-14 14:24:25 UTC https://padlet.com/pontiousl/hpn2y4cgatns/wish/143601669 https://padlet.com/pontiousl/hpn2y4cgatns/wish/143601765 one way is to graph both paths by using slope and y intercept. Another way would be to use substitution by putting 1/2x-1 in for y and then solving then when you get x you use it solve for y. The answer we got is (2,0)]]> 2016-12-14 14:24:40 UTC https://padlet.com/pontiousl/hpn2y4cgatns/wish/143601765 https://padlet.com/pontiousl/hpn2y4cgatns/wish/143602931 You can convert the first equation to intercept form and graph them, or you could convert the second equation into point slope form and use elimination to get to the hive.]]> 2016-12-14 14:27:53 UTC https://padlet.com/pontiousl/hpn2y4cgatns/wish/143602931 https://padlet.com/pontiousl/hpn2y4cgatns/wish/143604408 One way was to graph and find the intersection and the other way was to use substitution. By plugging 1/2x - 1 in the equation y=-2x +4 you can figure out x and then substitute it into one of the 2 equations and get y. The answer is (2,0). ]]> 2016-12-14 14:31:58 UTC https://padlet.com/pontiousl/hpn2y4cgatns/wish/143604408 https://padlet.com/pontiousl/hpn2y4cgatns/wish/143604658 you can put the equation into standard point slope form and then graph the equation, you can also use substitution to find the point of interception. the solution is (2,0) ]]> 2016-12-14 14:32:35 UTC https://padlet.com/pontiousl/hpn2y4cgatns/wish/143604658 https://padlet.com/pontiousl/hpn2y4cgatns/wish/143604886 One way to solve this problem is to graph, you do that by putting 2x+y=4 in slope-intercept form. That would be Y=-2x+4 which you would then grah along with Y=1/2x-1.They intersect at (2,0). You can also solve by using elimination. You do this by multiplying Y=1/2x-1 by 4 which cancels out with Y=-2x=4 giving you Y=0, making X=2 when you plug it back in.]]> 2016-12-14 14:33:15 UTC https://padlet.com/pontiousl/hpn2y4cgatns/wish/143604886 https://padlet.com/pontiousl/hpn2y4cgatns/wish/143605100 1. Graph
Put the y-i on the graph and do the slope then find points of intersection.
2. Substitution
Sub y in the second equation. Solve for x and then solve for y.]]> 2016-12-14 14:33:51 UTC https://padlet.com/pontiousl/hpn2y4cgatns/wish/143605100