Question

Find the equation of each line in standard form with the given properties:

1. SLOPE = 3, Y INTERCEPT − = 1
2. Passing through (0,2), SLOPE= −4
3. passing through (−1,3) and (1,1)
4. passing through (1,3), SLOPE = ½
5. passing through (1/2, 1) and (4,2)
MAY BRAINLIEST TAMANG SAGOT​

Answer 1

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We know that the equation of line passing through point (x0,y0) whose slope is m is

(y−y0)=m(x−x0)

Thus the equation of line passing through the point (−4,3) whose slope is 21 is,

(y−3)=21(x+4)

⇒2(y−3)=(x+4)

⇒x−2y+10=0

Answer 2

$\huge\boxed{\mathcal\red{Answer : - }}$

$through \: point (x0,y0) whose \: slope \: \\ is \:  m  \: is \: </p><p>(y−y0)=m(x−x0)$

⇒x−2y+10=0[/tex]