Let A = <1, 2, 3> and B = <4, 5, 6>, P = (9, 8, 7) d. find an equation for the plane which contains the point Pand is parallel to A and orthogonal to the plane you found in (c). Write all three forms of the equation for the plane.

Q: what if y(0) = 6 instead?

A:

Q: 16. y= 2 x X - 3x + 2

A: Domain is defined as the range of those 'x' values for which the given function 'y' exists.

Q: 2ax - y = 3x + 4y for x

A: Simplification

Q: 2x + 2y = 16 4x - 2y = 8 ||

A: The objective of the question is to find the values of x and y that satisfy both equations…

Q: 5x + 3y = 51 y = 10x - 8 (,  )

A:

Q: Write y=2(0.5x-6)(6-24x) in the form y=k(x-r)(x-s) and give the values of k,r,s.

A: We have to factor out 0.5 and -24

Q: y=3/2x +1/2 4x + 6y =3

A: Let's solve given two linear equations.

Q: 3x-6y+6z=-5 -2x+3y-5z=7/3 x+y+10z=3

A: 3x-6y+6z=-5  -2x+3y-5z=7/3  x+y+10z=3we have to solve this equation for x,y&amp;z

Q: Y=2x+3 y-x=1

A: Given, y = 2x + 3           .....................(1) y - x = 1…

Q: x - 3y = 1 2x – y = 7

A: Our Aim is to solve the given equations below:-x-3y=1 -(i)and 2x-y=7 -(ii)

Q: Solve 3x + 2y &gt; 6 graphically.

A: Shaded area below is the graphical solution.

Q: 2x-y-4z=-1 x-y-2z=1 x-2y-3z=-2

A:

Q: y%=1-7x;x%3D9 y= 3x+2;> 0,5

A: Topic:- simplification

Q: Solve for y -5y+15=-7(y -5)

A: Given the equation

Q: 5x-y=1 y=5x-1

A:

Q: y = In(3x² + 2x – 1)

A: