2- find the unit Vector perpendicular to the vector P= 3ax +2y +ag

Q: Given vectors p and a have a magnitude of 7 and 2, respectively. Find the magnitude and direction of…

A: Magnitude of p = 7 Magnitude of q = 2 Angle, θ = 150°

Q: Find the angle between the two vectors: A = 10î + 5ĵ – 3k and B = 5î + 2ĵ + k

A:

Q: Consider the two vectors, A = 17.5x + 10.5y B = 3.1x - 3.5y a)What is the magnitude of the vector A…

A: Given,  A= 17.5 x + 10.5 y B= 3.1 x - 3.5 y We need to calculate,  a)What is the magnitude of the…

Q: If the coordinates of S1 and S2 are (2,2) and (5,-2) respectively, a) Find vectors 1 and 2. u = 1₂ -…

A: Dear student, "Since you have posted a question with multiple sub-parts, we will solve first three…

Q: 13. Find the magnitude of a vector and the magnitude of the distance between points A and B. a. A= (…

A: Have a look dear

Q: Two vectors A 6 units and B 8 units. If A B= 10, then the angle between the two vectors is O a 78 O…

A: Given: A=6units, B=8units, A·B=10 The expression of the dot product of two vectors is given by :…

Q: Two vectors A = 1î - 2j and B = 2î + 3j. Find the approximate angle between the vectors (-3A) and…

A:

Q: 1. Given the vectors M = -10ax + 4ay - 8az and N = 8ax + 7ay – 2az , find: a) a unit vector in the…

A:

Q: The angle made by the two vectors S=3 i +4j+5k and M=3i+4j+5k is: A) 90 B 45 C) 0 D) 180 E) No…

A: Given:-  Two vectors are as  S→ = 3i^+4j^+5k^M→=  3i^+4j^+5k^ Find:- The angle made by the two…

Q: 1) Define the unit vector? What is the unit vector of the general vector: Ã = azî + a,ĵ + a,k and B…

A:

Q: Find the magnitude of axb if a = 2i +j+3Å and b=3i +5j - 2k.

A:

Q: Product, rectangular coordinates: If A = 5 i + -8 j and B = 12 i + 18 j,

A: Given:- A = 5i + -8 J  B = 12 i +18 j  Find;- The Dot product  A.B

Q: 7. Draw the vector and find the magnitude and direction, counter clockwise from the +z-axis.…

A:

Q: Question: Vectors A and B are given such that A = & B = . Find a unit vector u perpendicular to the…

A: Vector A = <-1,2,4>Vector B = <3,2,7>

Scalars and Vectors

Scalars and Vectors are the classification of physical quantities that are used to denote various terms in physics.