6. Find the component vector given the magnitude and the angle the vector makes with the positive x-axis. Use the formula r = ||v||, v = r cos 0 î+rsin 0ĵ. Round to two decimal places. a. H= b. |||| = 8,0 = -3.5 rad = 5,0 = 120°

Q: Find the angle u = gi + 10j +5k₁ v = si +3j +3k. angle between between u and I in radians.

A:

Q: 3. Find the component form of v given its magnitude and angle e with the positive x-axis: V = 8, e =…

A: Given, |V|= 8, θ= 150° We have to find component form of v Where V = V1 i + V2 j = < V1 , V2 >

Q: Find a b if ||a|| = 7, ||b|| = 8, and the angle between a and b is radians. 6 a.b=

A: To find a·b if a=7, b=8, and the angle between a and b is π6 radian.

Q: 9 R 5 find cosecant, secant, and Cotangent of angle R.

A: Topic:- application of trigonometry

Q: Let a = (5, – 4, – 2) and b = (0, – 2, 3). Find the angle between the vector (in radians)

A:

Q: . Let v = (-5, 1, 3) and w = (3,4, 2). (a) Find the dot product, v•w , and the angle 0 between v and…

A:

Q: Find a · b if |a| = 14, |b| = 9, and the angle between a and b is 7/2.

A:

Q: The angle between u and v is theta where costheta = 4/21. Find t if u = [6,4,-2] and v = [-2,t,-4]

A: Step 1:Step 2: Step 3: Step 4:

Q: Convert the following Quadrant Bearing to an Azimuth direction: N 89 W

A: We need to convert Quadratic Bearing to Azimuth direction. Given Quadratic Bearing as N 89 W