anonymous
  • anonymous
Write an equation of the line that satisfies the given conditions. Give the equation ​(a) in​ slope-intercept form and ​(b) in standard form. m=-3/8 (-4,8)
Linear Algebra
  • Stacey Warren - Expert brainly.com
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SOLVED
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katieb
  • katieb
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dan815
  • dan815
y-8=-3/8*(x-(-4)) this is a line with slope -3/8 shifted 8 up and 4 left you can rewrite this in slope intercept or standard form
dan815
  • dan815
for slope intercept form you must rewrite it in y=mx+b form --------------------------------- y-8=-3/8*(x-(-4)) y=-3/8*(x+4) +8 expand the -3/8 y=-3/8*x + -3/8*4 + 8 y=-3/8x -12/8 + 8 y =-3/8x +52/8
dan815
  • dan815
so m = -3/8 b= 52/8 you can put the 52/8 in simpler fractions

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anonymous
  • anonymous
so it would look like: y=-3/8x+1/2
dan815
  • dan815
what is 52/8 in simpler terms
anonymous
  • anonymous
you can't reduce 52/8 because it is a improper fraction and it would be 6.5
anonymous
  • anonymous
|dw:1447457565585:dw|
dan815
  • dan815
okay then leave it but if u want u can just put it in simpler fractions
dan815
  • dan815
since 4 goes into both
dan815
  • dan815
52/8= 13/2
dan815
  • dan815
now for standard form u have to put it as aX+bY=c a,b,c are constants
dan815
  • dan815
y =-3/8x +52/8 rewrite this ins that form 3/8x + y = 52/8 you cam multiply by 8 to make it cleaner 3x+8y=52
anonymous
  • anonymous
oh awesome I understand that now thanks!
anonymous
  • anonymous
Dan...

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