1) The graph of the parametric equations x= 2-3t, y= -1+5t is a line. What is the slope of this line?
2)Find the value of c such that the point (3,c) is on the graph of the parametric equations \(x = 6 + 2t, y = -2 - 5t\)
3)At what point does the graph of the parametric equations x = 3-2t, y= -2 + 5t, intersect the graph of the parametric equations x = -1+3s, y=5-9s?
+2862 i aint doing the homework for you.
if you want answers,
reply with what you THINK the answers are so we know that you actually TRIED.
Sorry?
1) I first tried for the equation x=2-3t that if I added 8t to both sides of the equation. I would then get x+6 = 5t, so when I subsitute that in for y=-1+5t. so then I get y = 5+x. So the slope of the line should be one since slope in this equation should be the coeffecient of x then the slope should be 1? But it isn't
2) For 2 I graphed both the equations on desmos and I couldn't find any points for the x value of c. I don't know if i am graphing it correctly
3) Again, I struggle with graphing these equations so I tried graphing it on desmos once again and it didn't work out. I just need help with finding out how to correctly graph these equations
