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19 Apr 2021, 07:45
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A line has a slοpe οf 1/6 and intersects the x-axis at (−24, 0). Where dοes this line intersect the y-axis?
A. (0, 3)
B. (0, 4)
C. (0, 5)
D. (0, 6)
E. (0, 7)
A. (0, 3)
B. (0, 4)
C. (0, 5)
D. (0, 6)
E. (0, 7)
19 Apr 2021, 08:05
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Bunuel
A line has a slοpe οf 1/6 and intersects the x-axis at (−24, 0). Where dοes this line intersect the y-axis?
A. (0, 3)
B. (0, 4)
C. (0, 5)
D. (0, 6)
E. (0, 7)
A. (0, 3)
B. (0, 4)
C. (0, 5)
D. (0, 6)
E. (0, 7)
The ans is option B
eqtn of a line- y=mx+c
1/6 is slope, and point is (-24,0)
putting the values in the eqtn will find c i.e., y intercept or the point the line touches the y axis
y=1/6x+c
0=1/6* -24 + c
which gives c=4
also, put 0 in place of x in the eqn
y=1/6*0 +4
y=4
the point will be , (0,4)
where x would be 0 .
12 Sep 2021, 05:18
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A line has a slοpe οf 1/6 and intersects the x-axis at (−24, 0). Where dοes this line intersect the y-axis?
Sol: Let the point on Y axis is (0,y). Since this point is on line, that means Slope = (y-0)/(0-(-24)=1/6
y/24=1/6 ==>> y=4
Hence B (0,4).
Sol: Let the point on Y axis is (0,y). Since this point is on line, that means Slope = (y-0)/(0-(-24)=1/6
y/24=1/6 ==>> y=4
Hence B (0,4).
