Example 3 Find Four Different Solutions Of X 2y 6

Example 3 Find Four Different Solutions Of X 2y 6 Examples Transcript. example 3 find four different solutions of the equation x 2y = 6. for x = 0, 0 2y = 6 2y = 6 y = 6 2 = 3 so, (0, 3) is also a solution for y = 0, x. Find three different solutions of the equation x 2 y = 6. q. find the solution of the equation x 2y=6 from the options given below: q. the solution set the given set of equations will be. x y z=6. x 2y 3z=10. x 2y z=1. q. find the general solution of given differential equation.

3 Find Four Different Solutions Of The Equation X 2y 6о Class 9 maths ch 4 example 3 | ncert cbse | find four different solutions of the equation x 2y=6hiwelcome to our channel you know your maths. please. Click here:point up 2:to get an answer to your question :writing hand:find the solution of the equation x 2y 6 from the options. Putting x=4 in equation 1, we get ⇒4 2y=6 ⇒2y=2⇒y=1 (4,1) is a solution. hence, (0,3),(6,0),(2,2) and (4,1) are four solutions of given equation. the given equation is x 2y=6 (1) putting x=0 in equation 1, we get ⇒0 2y=6 ⇒2y=6⇒y=3 (0,3) is a solution putting y=0 in equation 1, we get ⇒x 2×0=6 ⇒x=6 (6,0) is a solution. Question from ncert maths class 9 chapter 4 solved examples question – 3 linear equations in two variables cbse, rbse, up, mp, bihar boardquestion text: fi.

Class 9 Maths Ch 4 Example 3 Ncert Cbse Find Four Different Putting x=4 in equation 1, we get ⇒4 2y=6 ⇒2y=2⇒y=1 (4,1) is a solution. hence, (0,3),(6,0),(2,2) and (4,1) are four solutions of given equation. the given equation is x 2y=6 (1) putting x=0 in equation 1, we get ⇒0 2y=6 ⇒2y=6⇒y=3 (0,3) is a solution putting y=0 in equation 1, we get ⇒x 2×0=6 ⇒x=6 (6,0) is a solution. Question from ncert maths class 9 chapter 4 solved examples question – 3 linear equations in two variables cbse, rbse, up, mp, bihar boardquestion text: fi. Example 3. find 4 different solutions of the equation x 2y = 6. solution : by inspection, x = 2, y = 2 is a solution because for x = 2, y = 2, x 2y = 2 4 = 6. now, let us choose x = 0. with this value of x, the given equation reduces to 2y = 6 which has the unique solution y = 3. so x = 0, y = 3 is also a solution of x 2y = 6. Solution : by inspection, x = 2, y = 2 is a solution because for x = 2, y = 2 x 2 y = 2 4 = 6 now, let us choose x = 0. with this value of x , the given equation reduces to 2 y = 6 which has the unique solution y = 3 .