Let l1 be parallel to x5/3+y5/4=1 and l2 be perpendicular to it. If l1 has x−intercept equals to 2 units and l2 has y−intercept equals to 2 units, then the absolute value of the ratio of y−intercept of l1 to x−intercept of l2 is

Let l1 be parallel to x5/3+y5/4=1 and l2 be perpendicular to it. If l1

1.	Let l1 be parallel to x5/3+y5/4=1 and l2 be perpendicular to it. If l1 has x−intercept equals to 2 units and l2 has y−intercept equals to 2 units, then the absolute value of the ratio of y−intercept of l1 to x−intercept of l2 is
Answer» Let $l_{1}$ be parallel to $\frac{x}{5 / 3} + \frac{y}{5 / 4} = 1$ and $l_{2}$ be perpendicular to it. If $l_{1}$ has $x -$ intercept equals to $2$ units and $l_{2}$ has $y -$ intercept equals to $2$ units, then the absolute value of the ratio of $y -$ intercept of $l_{1}$ to $x -$ intercept of $l_{2}$ is