Question

Is (-2,-5,-5,-3) in the subspace generated by (1,-2,2,3), (5,-1,8,12) and (4,4,7,6)?

Is (-2,-5,-5,-3) in the subspace generated by (1,-2,2,3), (5,-1,8,12)
and (4,4,7,6)?

Homework Answers

Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
1. V is a subspace of inner-product space R3, generated by vector u =[2 2 1]T...
1. V is a subspace of inner-product space R3, generated by vector u =[2 2 1]T and v =[ 3 2 2]T. (a) Find its orthogonal complement space V┴ ; (b) Find the dimension of space W = V+ V┴; (c) Find the angle θ between u and v and also the angle β between u and normalized x with respect to its 2-norm. (d) Considering v’ = av, a is a scaler, show the angle θ’ between u and...
Provide 1 zero-dimensional subspace, 2 one-dimensional subspaces, 2 two-dimensional sub spaces, and 1 three-dimensional subspace of...
Provide 1 zero-dimensional subspace, 2 one-dimensional subspaces, 2 two-dimensional sub spaces, and 1 three-dimensional subspace of 3-space. Draw a Venn diagram explaining how your collection of subspaces intersect.
Consider the subspace of ? = ?0(?) spanned by {?1(?) = 1 − 2x, ?2(?) =...
Consider the subspace of ? = ?0(?) spanned by {?1(?) = 1 − 2x, ?2(?) = x2 } over the interval [0, 1] a. Determine if ?1 is orthogonal to ?2. (10pts) b. Orthogonalize {? 1, ? 2} using the Gram-Schmidt process. (10pts)
Part a. a die rolled 53 times generated these results numbers 1 2 3 4 5...
Part a. a die rolled 53 times generated these results numbers 1 2 3 4 5 6 Frequency 5 9 5 8 17 9 Using a significance level of .01 test the claim that the die is fair and state the p value. Part B Which of the following is the appropriate hypothesis test to answer the question of part a? 2-Sample T Test 2 Prop Z Test 2 Samp Z Test Z Test T Test 1 Prop Z Test...
Find the orthogonal projection of v⃗ =⎢4,−11,−36,9⎤ onto the subspace W spanned by ⎢0,0,−5,−2| , |−4,2,5,−5⎢...
Find the orthogonal projection of v⃗ =⎢4,−11,−36,9⎤ onto the subspace W spanned by ⎢0,0,−5,−2| , |−4,2,5,−5⎢ , ⎢−5,−5,0,5|
Given ℋ={ ? ? ℙ3∶ ?′(1)−?′′(2)=0 } is a subspace of ℙ3. Find a basis for...
Given ℋ={ ? ? ℙ3∶ ?′(1)−?′′(2)=0 } is a subspace of ℙ3. Find a basis for ℋ.
Cash flow from assets is cash generated from 1)operating activities 2)investing activities 3)all of the activities....
Cash flow from assets is cash generated from 1)operating activities 2)investing activities 3)all of the activities. 4)financing activities 5)production activities
Problem 3. Let S be a subspace of a Hilbert space H. Prove that (S⊥)⊥ is...
Problem 3. Let S be a subspace of a Hilbert space H. Prove that (S⊥)⊥ is the smallest closed subspace of H that contains S
The projection of the vector (1,1,-1) onto the subspace span{(1,-1,1), (1,1,0)} is given by: a)(1,-1,0) b)(1,1,0)...
The projection of the vector (1,1,-1) onto the subspace span{(1,-1,1), (1,1,0)} is given by: a)(1,-1,0) b)(1,1,0) c) (-1/3, 1) d)(2, 4, -1) e)(2/3, 4/3, -1/3) f)None of the above
Find the dimension of the subspace U = span {1,sin^2(θ), cos 2θ} of F[0, 2π]
Find the dimension of the subspace U = span {1,sin^2(θ), cos 2θ} of F[0, 2π]