Question

give the equation of two lines passing through (3,-2) how many more such lines are there and why​

Answer 1

Step-by-step explanation:

Given:-

The solution of equation is (3,-2)

Solution:-

$\alpha = 3 \\ \beta = - 2$

As we know that to construct a equation the formula is

$\large{\boxed{{x}^{2}-({\alpha}+{\beta})x+({\alpha}×{\beta})=0}}$

thus the equation is

${x}^{2}-({3+-2)}x+{3 (-2)}=0$

$\implies{{x}^{2}-{3-2}x+{-6}}=0$

$\implies{\boxed{{{x}^{2}-x-6=0}}}$

Hence your answer

Extra information:-

equation:

In mathematics, an equation is a statement that asserts the equality of two expressions, which are connected by the equals sign "=".