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For the points P(1, 2, 1), Q(-2, 3, 1), and R(3, 0, -3):
1) Find the parametric equation for the line segment PQ.
2) Find the equation of the plane through P, Q, and R
3) Find the parametric equation for the line R normal to this plane.
Where is the function increasing? Where is the function decreasing? Where does the function have local maxima? Where does the function have local minima?
Find a matrix B which reduce the given matrix A to the diagonal form by the transformation B^(-1)AB.
Rewriting the objective function.
Find the expression.
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solve the system, graph, and classify as consistent, inconsistent, dependent or independent 8x-4y=-16 4y-8x=16
olivia goes to egypt and saw a model of triangle shaped pyramid. she enlarged it using a scale factor of 1.2. what will
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1. If the width of a rectangle is (2x+4) inches and the length is (x-3) inches, what is the area of the rectangle in terms of x?2. If the side of a square is (x+6) feet, what is the area of the square in terms of x?
Conditional probability
Find the accumulate value in total
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