Recent content by SSUP21

x^3 * f(x) + (f(x))^3 + f(x^3) = 3 and f(1) = 2 find f'(1) formating error in original post

"implicit differentiation" if [x][3] * f(x) + [(f(x))][3] + f([x][3]) = 3 and f(1)= 2 find f'(1) NEED HELP REVIEW QUESTION FROM EXAM REVIEW DONT KNOW WHAT TO DO

Boat A's position is given by the parametric equation x=3-t, y= 2t -4 where position is km and time is hours. Boat B's poisiton is given by x=4-3t, y= 3-2t a) find the initail position of each boat b) find the velocity vector of each both c) what is the angle between the paths of the boat...

Boat A's position is given by the parametric equation x=3-t, y= 2t -4 where position is km and time is hours. Boat B's poisiton is given by x=4-3t, y= 3-2t a) find the initail position of each boat b) find the velocity vector of each both c) what is the angle between the paths of the boat...

Hi and thanks for replying for this one i knew that to find a plane i needed a normal and a point the intersection of the given planes is a vector in direction of our plane so i cross product their normals i need another vector i had a point i needed another point so I assume that any...

Hi Thanks for replying but I don't know where to start with this one

a parallelepiped is formed by vectors u = (-2,3,5), v = (4,2,8) and w = (1,-1,3) and has vertex at the origin determine: a) the vertices of the Parallelepiped b) the volume of Parallelepiped c) angle between base and two adjacent faces Does anybody know how to solve this Thank You

Find the scalar equation of the plane which passes through the line intersection of planes x+y+z-4=0 and y+z-2= 0 that goes through (2,4,7) and satisfies the conditions a) it is 2 units from the orgin b) it is 3 units from the point a(5,-3,7) I would really apprecaite if some toke me...