1,954 Answered Questions for the topic linear algebra

Linear Algebra Math Algebra 1 Algebra 2

03/26/21

I am new and I have not received any help with my algebra homework please help me as soon as possible please

1.) Which function should be used to when evaluating the function at x = 3?A.)B.)2.) A computer training institute has 625 students paying $400 as the course fee. Their research shows that for... more
Linear Algebra Math Algebra 1 Algebra 2

03/25/21

Hola so I need much assistance with my algebra homework please please help me as soon as possible please quickly

1.) The graph below shows the number of customers in a shopping mall on a Friday, beginning at 10 A.M. and ending at 10 P.M. Which of the following represents a possible interpretation of this... more
Linear Algebra Math Algebra 1 Algebra 2

03/25/21

I have needed help for hours and I have not received any from any tutors please help me with my math homework please respond

1.) The graph below shows the number of customers in a shopping mall on a Friday, beginning at 10 A.M. and ending at 10 P.M. Which of the following represents a possible interpretation of this... more
Linear Algebra Math Algebra 1 Algebra 2

03/25/21

I desperately need assistance with my math homework very quickly please!

1.) Identify the intercepts of f(x) and g(x).A.) f(x) x-intercepts: −5 and 5f(x) y-intercept: −25g(x) x-intercepts: −5 and 5g(x) y-intercept: −5B.) f(x) x-intercepts: −5 and 5f(x) y-intercept:... more
Linear Algebra Math Algebra 1 Algebra 2

03/25/21

I am new to wyzant and I have not received any help with my algebra homework please help me as soon as possible please

1.) Identify the intercepts of f(x) and g(x).A.) f(x) x-intercepts: −5 and 5f(x) y-intercept: −25g(x) x-intercepts: −5 and 5g(x) y-intercept: −5B.) f(x) x-intercepts: −5 and 5f(x) y-intercept:... more
Linear Algebra Algebra

03/24/21

How would you go about simplifying this matrix multiplication into its simplest form?

How would you simplify this matrix multiplication ? (A(AB)T (ABC)-T ) T C
Linear Algebra

03/22/21

Is there an eigenvector of A or no?

Is v=[-1 an eigenvector of A=[ 2 -2 ? 1] -4 0]If so, find the eigenvalue?

03/21/21

Graph the vectors.

u = 2i - 4jv = 9i + 3jTop Left: A, Top Right: B, Bottom Left: C, Bottom Right: D Find the degree measure of the angle 𝜃 between the vectors. (Round your answer to two decimal places.)𝜃 =... more

03/21/21

Find two vectors in opposite directions that are orthogonal to the vector u. (There are many correct answers.)

u = <-1,1>terminal point in Quadrant I v = terminal point in Quadrant IIIv =

03/21/21

Find the value of k so that the vectors u and v are orthogonal.

u = 30i + 6jv = 5i - kjk = ______
Linear Algebra Math Algebra 2 Calculus

03/21/21

Use the dot product to find the magnitude of u.

u = <4,-4>||u|| = ______
Linear Algebra Math Algebra 2 Calculus

03/21/21

Find the dot product of u and v.

u = 6i + 3jv = -2i + 3ju · v = _______
Linear Algebra Math Algebra 2 Calculus

03/21/21

Use the vectors u = <2,2>, v = <-4,3>, and w = <1,-4> to find the indicated quantity.

(u · 2v)w(u · 2v)w = ________State whether the result is a vector or a scalar.The result is a: A. VectorB. Scalar
Linear Algebra Math Calculus Precalculus

03/21/21

Determine whether u and v are orthogonal, parallel, or neither.

u = -25/12i + 5jv = -3i - 5/4jA. OrthogonalB. ParallelC. Neither
Linear Algebra Math Calculus Geometry

03/19/21

Identify a vector orthogonal to vector P = <9,6> (Select all that apply.)

A. Q = <-2,3>B. Q = <-6,-9>C. Q = <2,-3>D. Q = <6,-9>E. None of these
Linear Algebra Math Algebra Linear Equations

03/19/21

Why value of A and B are different in these two methods ?

Hi everyone, I was trying to find the values of A, B coefficients by using 2 methods:method 1 by equating coefficients and method 2 by substituting different values of s.Please referee to the... more
Linear Algebra

03/19/21

How to determine the linear functions of f(x) and h(x)?

Determine if the linear functions f (x) and h (x) with the following values f (-2) = -4, f (0) = h (0) = 2 and h (2) = 8 define the same functions.

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