Find the component vector of v. What is u + v?

Q: Find the unit vector having the same direction as v. v = 3i - 4j 3 4 4 3 3i-3i Ou=15i- 20j

A:

Q: Find the magnitude of the vector AB A=(-1,-1) and B=(2, - 5)

A: The coordinates of the vector AB are found by subtracting the coordinates of the initial point, A…

Q: Find a unit vector having the same direction as the given vector. (-7, 7)

A:

Q: Draw the vector to show: (а) (b) (c)

A: A→ = AxAy , This is the representation of vector in matrix form. These type of matrices are called…

Q: Draw the vector V that goes from the origin to the given point. Then write V in componentform (a, b)…

A: The given vector is -6,-4. Now, draw the given vector by an arrow from the origin to the given…

Q: a) Give an example of unit vector in R3.

A: Since  you have asked multiple questions in a single request we would be answering only the first…

Q: Sketch the vector indicated. (The vectors u and v are shown in the figure.) u-v 4 10 4

A: Given that: Two vectors u and v.

Q: Find the component form of the resultant vector. 1) u =(-11, 2) b=(10,-4) Find: -u - b

A: As per guidelines, we'll solve only one question if multiple questions are asked. If you need any…

Q: Find the magnitude of the given vector. (2, 6, –2)

A:

Q: Write the vector v = ⟨2, -4, 4⟩ as a product of its magnitude and a unit vector with the same…

A: Given vector is  v=2,-4,4 Magnitude of vector v  is v=(2)2+(-4)2+(4)2=4+16+16=36=6 Now, unit vector…

Q: write the given vector in terms of i and j. u= (-8,5).

A: It is given that, the vector u is, (–8, 5).Assume that, the symbol i represents the horizontal…

Q: Find the coordinate vector v for A relative to S = {A1,A2A3A4). A = ; Aj = A2 = Az = A4 = v =( i

A: we have to find

Q: Find the magnitude vector v=(2,-3,5)

A: To Find: Magnitude of vector v=(2,-3,5) We know that magnitude of (x,y,z) is x2+y2+z2   therefore…

Q: Find the magnitude of the vector V= (-1,3). 10 10 8 22

A: Given V¯=-1,3 To find magnitude of vector

Q: Find a unit vector in the direction of u and in the direction opposite that of u. u = (-12, -5) (a)…

A: The solution is given as

Q: 6. The x-component of a vector is 4 and the y-component is -6. What is the magnitude and direction…

A: topic = vectors

Q: Find the unit vector having the same direction as v. v = 3i - 4j 3. 4 3 Ou-15i-20j

A: We have to find unit vector

Q: Find the vector component of v = (4, – 1, 7) along b = (3, 6, –6) and the vector component of v…

A:

Q: Find a unit vector in the direction of u and in the direction opposite that of u. u = (5, -4, -2)…

A:

Q: Draw the vector V that goes from the origin to the given point. Then write V in componentform (a, b)…

A: The given vector is -2,5.

Q: Find the B-coordinate vector fe

A: First multiply some constant with given coordinator polynomial and equal the vector p(t) and find…

Q: Find the unit vector having the same direction as v.   v ​= 10i−24j

A:

Q: Find the component form and the magnitude of the vector v. ||v|| %3D y 9. (2, 4) V 2 -2 (-1, -1) -2…

A:

Q: 1. Find a unit vector in the direction of v =

A:

Q: Find a unit vector in the direction of v = (-6, 8).

A: we have to find a unit vector in the direction of v=-6,8   as v=-6,8 therefore, v→=-6i+8j as we know…

Q: Draw the vector V that goes from the origin to the given point. Then write V in componentform (a, b)…

A: Given vector V→=3, -3

Q: = ( The U 3 is a unit vector in V13' V13 .(2, 3) the direction of

A: We know a unit vector in the direction of vector U→ is given by : U→=U^U^

Q: Find the coordinate vector v for A relative to S = {A1A2A3A4). 4 8 A = Aj = A, = A3 = A4 = 8 4 v = (

A:

Q: Write the vector shown below as a combination of vectors u and v shown above

A: The given figure is:

Q: Find the components of the vector shown above. Vector =

A: From the Figure note that, the tail of the vector has coordinates -3,-4 and head has coordinates…

Q: C a

A:

Q: Find the vector v and illustrate the specified vector operations geometrically, where u = (−2, 3)…

A: We need to find vector v for which  If, u = (−2, 3) and w = (−3, −2)

Q: 10 Select the correct answer. If vector a = and vector b = , what is the resulting vector for 2b -…

A:

Q: The vector V = is an example of a unit vector.

A:

Q: Find a unit vector u in the direction opposite of (-1,-9, –7). | u =

A: First we find the vector of the same magnitude in the opposite direction of the given vector and…

Q: Find the vector v, where u = (-1, 3) and w = :(-3, -1). v = u + 2w Illustrate the specified vector…

A:

Q: Find the vector v and illustrate the specified vector operations geometrically, where u = (−2, 3)…

A:

Q: Which vector is the result of a + b?

A:

Q: Find a unit vector in the direction of the vector v = .

A: Given a vector v=<-2,2>. We need to find a unit vector in the direction of 'v'. Let's begin.

Q: Write the vector shown below as a combination of vectors ū and v shown above

A: A vector is an object that has both a magnitude and a direction. Geometrically, we can picture a…

Q: Find a unit vector u in the direction opposite of (-8,-4,-9). u =

A: Given vector is -8, -4, -9 We have to find a unit vector u in the direction opposite of the given…

Q: Draw the vector V that goes from the origin to the given point. Then write V in componentform (a, b)…

A: we have to , Draw the vector V that goes from the origin to the given point. Then write V in…

Q: Find the component form and the magnitude of the vector v. Initial Point Terminal Point (-4, 6) (17,…

A:

Q: Draw the vector V that goes from the origin to the given point. Then write V in componentform (a, b)…

A: Let the initial point Pp1,p2 and the terminal point Qq1,q2.The component form of a vector…

Q: Find the value of the magnitude of the vector v. (a) v = -3i+ 10j (b) v=4i-6j (c) - 2i-3j.

A: if a vector v=ai+bj then its magnitude v=a2+b2

Q: a a

A: For first figure. a→+a→+b→+d→-c→=02a→=-b→-d→+c→a→=-b→-d→+c→2    Answer

Q: Find a unit vector ū that has the same direction as the vector i = (-3, 3, - 3 -3 2 А. 22 22 22 3 B.…

A: find the magnitude for finding the unit vector.

Q: Write the component form of v, given the vector has an initial point Pand a terminal point Q.…

A: Initial Point P(3,-2) and Terminal Point Q(5,-5) Component Form v = <5-3,-5-(-2)>…

Q: Which of the following is used to find the component vector in the given direction? a. Vector…

A: