(i) The properties,

(ii) Linear transformation.

Let

Let

preprekomW
2021-02-03
Answered

To sketch:

(i) The properties,

(ii) Linear transformation.

Let$T:{\mathbb{R}}^{2}\to {\mathbb{R}}^{2}$ be the linear transformation that reflects each point through the

${x}_{1}axis.$

Let$A=\left[\begin{array}{cc}1& 0\\ 0& -1\end{array}\right]$

(i) The properties,

(ii) Linear transformation.

Let

Let

You can still ask an expert for help

wheezym

Answered 2021-02-04
Author has **103** answers

Assume the value of

Consider some random points for u and v.

The value of

The transformation

Determine the value of

Determine the value of

Determine the value of

Show the values of the vectors as in Figure 1.

Linear transformation:

Consider the value of c as 2.

Thus the value of cu is:

Determine the transformation of cu.

Show the linear transformation of T as in Figure 2.

asked 2022-02-15

Problem with showing properties of linear transformation

Let$F:{K}^{3}\to {K}^{3}$ be a linear transformation, such that

1.$(F-\lambda I)(F-\mu I)\ne 0$ ,

2.${(F-\mu I)}^{2}\ne 0$ ,

3.$(F-\lambda I){(F-\mu I)}^{2}=0$ .

I want to show that

1.$\lambda ,\mu$ are eigenvalues of F,

2.$ker(F-\mu I)\subseteq Im(F-\mu I)$ ,

3. F has in a certain basis matrix

$(\begin{array}{ccc}\lambda & 0& 0\\ 0& \mu & 1\\ 0& 0& \mu \end{array})$

Let

1.

2.

3.

I want to show that

1.

2.

3. F has in a certain basis matrix

asked 2021-11-19

Answer true or false to each of the following statement and explain your answer.

In using the method of transformations, we should only transform the predictor variable to straighten a scatterplot.

In using the method of transformations, we should only transform the predictor variable to straighten a scatterplot.

asked 2021-01-06

Draw a graph for each expression.

a)$f(x)={2}^{x}$

b)$f(x)={2}^{-x}$

c)$f(x)=\text{}-{2}^{x}$

d)$f(x)=\text{}-{2}^{-x}$

a)

b)

c)

d)

asked 2021-11-19

1. A population with $\mu =587$ and $\sigma =12$ is transformed into z-scores. After the transformation, what is the standard deviation for the population of z-scores?

2.A population with$\mu =58$ and $\sigma =12$ is transformed into z-scores. After the transformation, what is the mean for the population of z-scores?

Please help me answer these two!

2.A population with

Please help me answer these two!

asked 2021-11-20

Prove that (a) the zero transformation and (b) the identity transformation are linear transformations.

asked 2022-02-14

If a linear transformation has any two of the properties of being self-adjoint, isometric, or involutory, [closed]

Prove that if a linear transformation has any two of the properties of being self-adjoint, isometric, or involutory, then it has the third. (Recall that an involution is a linear transformation A such that${A}^{2}=1$ .)

Prove that if a linear transformation has any two of the properties of being self-adjoint, isometric, or involutory, then it has the third. (Recall that an involution is a linear transformation A such that

asked 2021-03-12

Complete the tasks to determine:

a)To graf: The function$g\left(x\right)={2}^{x-4}.$

b)The domain of the function$g\left(x\right)={2}^{x-4}$ in the interval notation.

c)The range of the function$g\left(x\right)={2}^{x-4}$ in the interval notation.

d)The equation of the asymptote of the function$g\left(x\right)={2}^{x-4}.$

a)To graf: The function

b)The domain of the function

c)The range of the function

d)The equation of the asymptote of the function