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Jan. 29, 2023•0 likes•2 views

Jan. 29, 2023•0 likes•2 views

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Write an equation of the line that contains the indicated point and meets the indicated condition(s). Write the final answer in the standard form Ax + By = C, A > 0: parallel to 3x + 4y = 8. Solution Slope of line = -coefficient of x / coefficient of y slope of line [3x + 4y =8] (m1)= -3/4 slope of line parallel lines are same so equation of line with slope -3/4 is y= (-3/4) x + c (arbitary consant) 3x + 4y = c Suppose (x1 , y1) is the indicated point contained in line putting it in equation, we get value of c c = 3x1 + 4 y1 and equation of line is written as 3x + 4y = c .

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- 1. Write an equation of the line that contains the indicated point and meets the indicated condition(s). Write the final answer in the standard form Ax + By = C, A > 0: parallel to 3x + 4y = 8. Solution Slope of line = -coefficient of x / coefficient of y slope of line [3x + 4y =8] (m1)= -3/4 slope of line parallel lines are same so equation of line with slope -3/4 is y= (-3/4) x + c (arbitary consant) 3x + 4y = c Suppose (x1 , y1) is the indicated point contained in line putting it in equation, we get value of c c = 3x1 + 4 y1 and equation of line is written as 3x + 4y = c