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Consider the following functions F from P1 to R2, where p(t) is an arbitrary element of P1 (that is, a linear polynomial in variable t). Determine whether each function is an isomorphism...

Write an inequality to represent the situation also solve the inequality and leave your answer as in inequality(Be sure to Lable)

Define T: P2 to R2 by T(p) = [p(1),p(2)] T(p) is a 2 x 1 matrix with row 1 being p(1) and row 2 p(2) in case that formating above is confusing.  I think I understand the steps that...

Let T: R2→R2 be the linear transformation that first rotates points clockwise through 30∘ and then reflects points through the line y=x. Find the standard matrix A for T.   A = [] ?...

Determine whether or not TT is onto in each of the following situations:   1. r<s  2. r>s 3. r=s   A. T is not onto. B. T is onto. C. There is...

It is for linear algebra and has to do with vectors and the relatonship between them

Let x= 6 -4 -2 and y= -6 0 4   v = u = w =

You have a subscription to a music downloader that cost \$16 dollars a month. This subscription allows you to download 30 songs a month. Find the slope of the line

Consider the following system   X1+X2+X3=-1 -X1          =-1 X1+X2-X3 =-1   Without solving the system, can you tell if...

I am asked to turn it into a sum of squares (so that I can affirm that no matter the value of v1,v2,u1,u2, the answer to the formula will be positive). How do I turn this, or any expression, into...

The machine can stuff a batch of envelopes in 5 hours.  How long would it take the machines to stuff 10 batches of envelopes?  14 batches of envelopes?   I know one equation...