represent 7x +4y=3 by a graph write coordinate points were it mit x axis and y axises
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Family of lines are given by the equation:
y=mx+c;
here m is the slope of the line and c is the y intercept
y intercept is the point where the line cuts the y axis so the meeting point of y axis is (0,c)
to find x intercept put y in the equation as 0 and the value of x gives x intercept and he meeting point on x axis is (x,0)
the solution is given in the attachment below
please mark the answer as brainliest.
y=mx+c;
here m is the slope of the line and c is the y intercept
y intercept is the point where the line cuts the y axis so the meeting point of y axis is (0,c)
to find x intercept put y in the equation as 0 and the value of x gives x intercept and he meeting point on x axis is (x,0)
the solution is given in the attachment below
please mark the answer as brainliest.
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First of all, you will solve this equation 7x + 4y = 3
after solving the equation you will make the y-axis and the x-axis then mark the points which will be gained by solving the equation. then join the dots and draw a line.
when you solve the equation the values for the x will be 1,5,-3 and the values for y will be -1,-8,6
make the graph with these values.
after solving the equation you will make the y-axis and the x-axis then mark the points which will be gained by solving the equation. then join the dots and draw a line.
when you solve the equation the values for the x will be 1,5,-3 and the values for y will be -1,-8,6
make the graph with these values.
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