Question

write each of the following equation in form ax+by+c=0 and indicate the values of a,b and c in each case 2y-3=√2x​

Answer 1

Question:-

• write each of the following equation in form ax+by+c=0 and indicate the values of a,b and c in each case 2y-3=√2x

Answer:-

• $\tt a = - \sqrt{2} \\ \tt b = 2 \\ \tt c = - 3$

Solution:-

$\tt \implies 2y - 3 = \sqrt{2}x \\ \tt \implies2y - 3 - \sqrt{2} x = 0 \\ \tt \implies - \sqrt{2} x + 2y - 3 = 0 \: - - - 1$

Now,

$\tt Comparing \: \: ax+by-c = 0 \: \: with \: \:equation \: \: 1$

We get,

$\tt a = - \sqrt{2} \\ \tt b = 2 \\ \tt c = - 3$

Answer 2

Question:-

• write each of the following equation in form ax+by+c=0 and indicate the values of a,b and c in each case 2y-3=√2x

Answer:-

• $\begin{gathered} \tt a = - \sqrt{2} \\ \tt b = 2 \\ \tt c = - 3\end{gathered}$

Solution:-

$\begin{gathered} \tt \implies 2y - 3 = \sqrt{2}x \\ \tt \implies2y - 3 - \sqrt{2} x = 0 \\ \tt \implies - \sqrt{2} x + 2y - 3 = 0 \: - - - 1\\ \end{gathered} </p><p>$

Now,

$\tt Comparing \: \: ax+by-c = 0 \: \: with \: \:equation \: \: 1$

We get,

$\begin{gathered} \tt a = - \sqrt{2} \\ \tt b = 2 \\ \tt c = - 3\end{gathered}$