Is x=3,y=0 , a solution of y-3 = 0 ?

Find the relation between a and b if x = 2, y = 3 is a solution of a pair of equations 2x – 3y +a = 0 and 2x + 3y - b + 2 = 0 .

If x=0 and y=k are the solution of the equation 5x-3y=3, the value of k is:

Let (x_(0),y_(0)) be the solution of the following equations In (2x)^(In2)=(3y)^(ln3) and 3^(ln x)=2^(ln y) Then x_(0) is

Let (x_(0),y_(0)) be the solution of the following equations: (2x)^(ln2)=(3y)^(ln3) and 3^(ln x)=2^(ln y) Then value of x_(0) is:

"The solution of "x^(3)dy-y^(3)dx=0" is "

Let x and y are solutions of the system of equations {log_(8)(1)+log_(3)(x+2)=log_(3)(3-2y) and 2^(x+y)-8^(3-y)=0 The value of (y-x), is

If for x ge 0, y = (x) is the solution of the differential equation, (x+1)dy=((x+1)^&2+y-3)dx,y(2)=0 , then y(3) is equal to ….

If x+y-z=0, 3x- alphay -3z=0, x-3y+z=0 has non zero solution , then alpha =

Let Y = y(x) be the solution of the differential equation ( dy ) /( dx) + 2y = f(x) , where f(x) = { {:(1, x in [0,1]),( 0, " Otherwise "):} IF y(0) =0 then y ((3)/(2)) is :

Let y=(x) be the solution of the differential equation (dy)/(dx)+2y=(x) .Where :f(x)={1,x in[0,1] and 0, otherwise If y(0)=0 then y((3)/(2)) is