Determine the equation of the line, in slope-intercept form, that will get your spacecraft from (1,2) to (5,5).
So far I did the work --- m= 5-2/5-1= ¾. Then you put in into point-slope form, y-5= ¾ (x-5). Next multiply 4 on both sides, (4)y – (4)5= ¾ (4) (x-5). 4y- 20 = 3(x-5). Then simplify the right side, 4y – 20 = 3x -15. Then add 20 on both sides, 4y = 3x + 5. I'm not sure if my answer is 4y = 3x +5 or if the y part in slope-intercept form should be alone?
@amistre64 can you help me please?
@Hero
@UnkleRhaukus
i'm sorry to bother you guys
i guess the solution is 4y=3x+5
\[m=\frac{ 5-2 }{ 5-1 }\] \[m=\frac{ 3 }{ 4 }\] \[y-y _{1}=m(x-x _{1})\] \[y-2=3/4(x-1)\] \[4y-8=3x-3\] \[4y=3x+5\]
@nurali:ya i did the same way
slope intercept form is y=mx+c then why the 4y is there..? PS- divide 4 on both sides
ok so for y=mx +b the answer would be 4y = 3x +5
ya...if u want in that format..then ur answer will be y=(3/4)x+(5/4)
@divu.mkr how do you divide 4 on both sides if you got an x on one side and a y on another? I think 4y = 3x +5 is right. if not i'll write the right one later when I find out :)
the slope-intercept is y=mx+b .. you need to divide 4 on the both sides to satisfy the slope-intercept .. :)
ya right...so ultimately the answer will be y=(3/4)x+(5/4)..
@susanka is right.. :)
:)
i'm going to double check because it could go any way :) but you guys could be right :)
okay, girl . :)
I believe you gusy areright because I did a different method for solving this problem so naturally it should be y =3/4x + 5/4 :)
*guys are right
that's good. :) ^_^
dear slope intercept is y=mx+c not ay=bx+c @issy987
Hey sorry for bothering again but I got one more question... if the answer is y = 3/4x +5/4 shouldn't the b intercept be a whole number?
(1 ,2) to (5,5) -1-2 -1-2 ------------ 0,0 4,3 x = 4t + 1 ; solve for t, (x-1)/4 y = 3t + 2 ; plug in for t y = 3(x-1)/4 + 2 y = 3x/4 -3/4 + 8/4 y = 3x/4 + 5/4
not necessary @issy987
the y intercept is whatever real number the line crosses the y axis at.
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