Example 3 Find Four Different Solutions Of X 2y 6 Solution Of

example 3 find four different solutions of X 2y 6
example 3 find four different solutions of X 2y 6

Example 3 Find Four Different Solutions Of X 2y 6 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. 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.

3 find four different solutions Of The Equation x 2y 6о
3 find four different solutions Of The Equation x 2y 6о

3 Find Four Different Solutions Of The Equation X 2y 6о The vertices of a triangle are a(–2, 8), b(1, 2) and c(7, –1). i) find the equation of the median ad. ii) find the equation of the altitude be. 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. 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. 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. ask doubt on app.

find four different solutions Of The Equation X 2y 6 Brainly In
find four different solutions Of The Equation X 2y 6 Brainly In

Find Four Different Solutions Of The Equation X 2y 6 Brainly In 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. 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. ask doubt on app. About solving equations. a value c is said to be a root of a polynomial p x if p c =0. the largest exponent of x appearing in p x is called the degree of p. if p x has degree n, then it is well known that there are n roots, once one takes into account multiplicity. to understand what is meant by multiplicity, take, for example, x2 6x 9= x 3. Find the coordinates of the points where the line representing the equation cuts the x axis and the y axis. for intersection with x axis, put y = 0 hence the point of intersection with x axis is (4, 0).

find four different solutions Of The Equation X 2y 6 Linear Equa
find four different solutions Of The Equation X 2y 6 Linear Equa

Find Four Different Solutions Of The Equation X 2y 6 Linear Equa About solving equations. a value c is said to be a root of a polynomial p x if p c =0. the largest exponent of x appearing in p x is called the degree of p. if p x has degree n, then it is well known that there are n roots, once one takes into account multiplicity. to understand what is meant by multiplicity, take, for example, x2 6x 9= x 3. Find the coordinates of the points where the line representing the equation cuts the x axis and the y axis. for intersection with x axis, put y = 0 hence the point of intersection with x axis is (4, 0).

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