Equation of line 3x + 2y – 5 = 0 can be written in intercept form as js

$frac{frac{x}{5}}{frac{3}{3}}-frac{y}{frac{5}{2}}=1$

$frac{x}{5}+frac{y}{3}=1$

$frac{x}{2}+frac{y}{5}=1$

$frac{x}{frac{5}{3}}+frac{y}{frac{5}{2}}=1$

Answer : Option

Explanation :

When a line cuts an intercept of a and b axis. Its equation will be

$frac{x}{a}+frac{y}{b}=1$

$Rightarrow 3 x+2 y-5=0$

$Rightarrow 3 x+2 y=5$

Dividing by 5 on both sides, we get

$frac{3}{5} x+frac{2}{5} y=1$

$Rightarrow frac{x}{frac{5}{3}}+frac{y}{frac{5}{2}}=1$ (Desired Result)