Asked by Someone help me pls
My question is “The line passes through the points (-4.5, 2) and (6.3, 5.8).” I have to create an equation in y=mx+b form for these points. Can someone please help me. I don’t know how to solve this, because I wasn’t taught it. Please just give any help you can. Thank You!
Answers
Answered by
bobpursley
y=mx+b You have one equation, two unknowns, and you have two solutions given, so, you can solve it. Start with the first point (-4.5, 2)
Y=mx+b
2=m(-4.5)+b
<b>2=-4.5m+b</b> Now the second point (6.3, 5.8)
5.8=6.3m+b Now you have two equations, two unknowns
2=m(-4.5)+b
5.8=6.3m+b
subtract the first equation from the second...
3.8=10.8m so you have m.
then put m into either equation, and solve for b
Y=mx+b
2=m(-4.5)+b
<b>2=-4.5m+b</b> Now the second point (6.3, 5.8)
5.8=6.3m+b Now you have two equations, two unknowns
2=m(-4.5)+b
5.8=6.3m+b
subtract the first equation from the second...
3.8=10.8m so you have m.
then put m into either equation, and solve for b
Answered by
Eric
Thanks
Answered by
Reiny
or
slope = (5.8 - 2)/(6.3+4) = 3.8/10.8 = 19/54
so the equation is y = (19/54)x + b
sub in the "easiest point", namely (-4.5 , 2)
2 = (19/54)(-9/2) + b , -4.5 = -9/2
2 + 19/12 = b
b = 43/12
<b>y = (19/54)x + 43/12</b>
slope = (5.8 - 2)/(6.3+4) = 3.8/10.8 = 19/54
so the equation is y = (19/54)x + b
sub in the "easiest point", namely (-4.5 , 2)
2 = (19/54)(-9/2) + b , -4.5 = -9/2
2 + 19/12 = b
b = 43/12
<b>y = (19/54)x + 43/12</b>
There are no AI answers yet. The ability to request AI answers is coming soon!
Submit Your Answer
We prioritize human answers over AI answers.
If you are human, and you can answer this question, please submit your answer.