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A: Given, A = −12mˆi + 4.0mˆj + 1.5mˆk B = 2.8Nˆi − 21Nˆk
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A: Vector 1 = 390 miles 22.6 N of eastVector 2 = 336 miles 59.6 W of NorthVector 3 = 80 miles due south
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A: |vx| = −3, |vy | = −5
Q: Given two vectors A = 4î + 3ĵ and B = 12î –- 5j %3| a) Find the scalar product Á · B. b)Find the…
A: Given: The vectors are given below. A→=4i^+3j^B→=12i^-5j^
For the triangle shown in the figure below what are each of the following? (Let y = 24.0 m and r = 25.0 m. Assume the triangle is a right triangle.)
(a) the length of the unknown side x
(b) the tangent of θ
(c) the sin of ϕ
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- *18. What is the value of each of the angles of a triangle whose sides are 95, 150, and 190 cm in length? (Hint: Consider using the law of cosines given in Appendix E.)Let’s practice drawing some vectors. One the axes below, start at the origin and draw the givencomponent vectors and the resultant vector. Each line is one unit (a) |vx| = 2, |vy | = 3Given the following three vectors: A = -9î+7), B = -6î -10} and vector C has a magnitude of, |=9 and makes and angle of 0=297°. Determine: a) D = A - C + 3B and D b) The angle that vector D makes with respect to the positive "x" axis.
- FIG. 1. A displacement vector in the ry plane. A displacement vector in the xy plane is 15 m long and directed at angle 0 = 30° in the above figure. Determine the x component and the y component of the vector.Draw exactly vectors A and B and find the components of the vector sum of the two vectors C=A+B and draw C for, a) A=(2ex+3ey) and B=(5ex+1ey)Help with this problem
- Please help: Draw direction vectors in unit cells for the following cubic directions: [-1,-1,3]Find the area of the triangle determined by the points P, Q, and R. Find a unit vector perpendicular to plane PQR . P(-1,1,0), Q(0,0,1), R(0,0, – 1)Write down an expression for the angle in the previous problem if 0 is small (sin 0<<1). Please use appropriate algebraic symbols for multiplication (* for a × b), division (/ for a/b), exponents (a^b for a³), square root (sqrt(a*b/c) for √a × b/c) etc. Please use the "Display response" button to check you entered the answer you expect. 0=
- Find the area of the triangle determined by the points P, Q, and R. Find a unit vector perpendicular to plane PQR. Р(- 1,1, - 2), Q(-2,0,1), R(0, -2, - 1)How exactly would you solve this problem??Given the vectors i =(- 3, 7, 4] and y = [- 6, 0, 8], determine b) proj „ . a) The angle between i and ỹ