The line through points (-2,3) and B(4,b) is perpendicular to line 2x-4y=5. Find the value of b
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Hlw mate!!
Slope of line AB = y2-y1/x2 - x1
m = b-3/4+2
m=b-3/6
equation of line 2x-4y=5
divide through5 by -4
-x/2 +y = -5/4
y= x/2 - 5/4
on comparing with y=MX+c
we get slope of line ,say m2
m2=1/2
b
if two lines are perpendicular then product of their slope will be -1
1/2 × b-3/6 =-1
b-3 = -12
b=-9
Hope it helpful
Slope of line AB = y2-y1/x2 - x1
m = b-3/4+2
m=b-3/6
equation of line 2x-4y=5
divide through5 by -4
-x/2 +y = -5/4
y= x/2 - 5/4
on comparing with y=MX+c
we get slope of line ,say m2
m2=1/2
b
if two lines are perpendicular then product of their slope will be -1
1/2 × b-3/6 =-1
b-3 = -12
b=-9
Hope it helpful
Answered by
1
Answer
Slope of line AB = y2-y1/x2 - x1
m = b-3/4+2
m=b-3/6
equation of line 2x-4y=5
divide through5 by -4
-x/2 +y = -5/4
y= x/2 - 5/4
on comparing with y=MX+c
we get slope of line ,say m2
m2=1/2
b
if two lines are perpendicular then product of their slope will be -1
1/2 × b-3/6 =-1
b-3 = -12
b=-9
Hope it helpful
Slope of line AB = y2-y1/x2 - x1
m = b-3/4+2
m=b-3/6
equation of line 2x-4y=5
divide through5 by -4
-x/2 +y = -5/4
y= x/2 - 5/4
on comparing with y=MX+c
we get slope of line ,say m2
m2=1/2
b
if two lines are perpendicular then product of their slope will be -1
1/2 × b-3/6 =-1
b-3 = -12
b=-9
Hope it helpful
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