A) Find a Vector Perpendicular to Vectors 2i + 3j-k and 3i + k B) Find...

A) Find a Vector Perpendicular to Vectors 2i + 3j-k and 3i + k

B) Find the area of the triangle whose vertices are (2, -1,1), (3,2,1) and (0, -1,3)

C) Find the volume of the parallelepiped with adjacent axes PQ, PR, and PS with P(1, -2.2), Q(1, -1.3), S(1,2,3)

R(1,-2,3)

Expert Solution

milcah answered 3 years ago

Find a unit vector that is orthogonal to both u = i − 4j + k and v = 2i + 3j.

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Moving with proton i = (2i + 3j - k) m / s velocity in a region where uniform magnetic field B = (21i + 4j + k) T and uniform electric field E = (4i-j-2k) V / m It is. a) Calculate the electrical, magnetic and total force acting on the particle? b) How much angle does the total force vector with the positive x-axis? c) What is the acceleration of the proton? (mp = 1.6x10 ^ 27kg for...

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Given a=3-2i b=-2+3i Find 2a+3b and; i) state the real part (in Box 1) ii) state the imaginary part (in Box 2 and without the i). Question 2 options: Blank # 1 Blank # 2

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Given the vectors A= 2.00i + 6.00j and B= 3.00i - 2.00j, (a) draw the vector sum C= A + B and the vector difference D = A - B. (b) Calculate C and D in terms of unit vectors. (c) Calculate C and D in terms of polar coordinates, with angles measured in respect to the positive x-axis.

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A) Find a Vector Perpendicular to Vectors 2i + 3j-k and 3i + k B) Find...

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