Question

Given the augmented matrix, Find a linear combination of a1, a2, and a3 to produce b....

Given the augmented matrix, Find a linear combination of a1, a2, and a3 to produce b. Verify that this produces b.

1 0 3 10
-1 8 5 6
1 -2 1 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
A'1(x)=2A1(x)-A2(x)-A3(x) A'2(x)=-A1(x)+2A2(x)-A3(x) A'3(x)=-A1(x)-A2(x)+2A3(x) with A1(0) = 0, A2(0) = 1, and A3(0) = 5 being initial...
A'1(x)=2A1(x)-A2(x)-A3(x) A'2(x)=-A1(x)+2A2(x)-A3(x) A'3(x)=-A1(x)-A2(x)+2A3(x) with A1(0) = 0, A2(0) = 1, and A3(0) = 5 being initial values solve linear differential equations
Let a1 = [ 7 2 -1 ] a2 =[ -1 2 3 ] a3= [...
Let a1 = [ 7 2 -1 ] a2 =[ -1 2 3 ] a3= [ 6 4 9 ] a.)determine whether a1 a2 and a3span R3 b.) is a3 in the Span {a1, a2}?
Events A1,A2, and A3 form a partition of sample space S with Pr(A1)=3/7, Pr(A2)=3/7, Pr(A3)=1/7. E...
Events A1,A2, and A3 form a partition of sample space S with Pr(A1)=3/7, Pr(A2)=3/7, Pr(A3)=1/7. E is an event in S with Pr(E|A1)=3/5, Pr(E|A2)=2/5, and Pr(E|A3)=3/5. What is Pr(E)? What is Pr(A2|E)? What is Pr(E')? What is Pr(A2'|E')?
1. Let |a2| = |a6| and a3=1, find an 2. 4. consecutive terms whose sum =...
1. Let |a2| = |a6| and a3=1, find an 2. 4. consecutive terms whose sum = 40 a2 * a3 = a1*a4 +8, find a1,a2,a3,a4
1) Suppose a1, a2, a3, ... is a sequence of integers such that a1 =1/16 and...
1) Suppose a1, a2, a3, ... is a sequence of integers such that a1 =1/16 and an = 4an−1. Guess a formula for an and prove that your guess is correct. 2) Show that given 5 integer numbers, you can always find two of the numbers whose difference will be a multiple of 4. 3) Four cats and five mice form a row. In how many ways can they form the row if the mice are always together? Please help...
Given that A1 = B1 minus B2, A2 = B2 minus B3, and A3 = B3...
Given that A1 = B1 minus B2, A2 = B2 minus B3, and A3 = B3 minus B1, Find the joint p.m.f. (probability mass function) of A1 and A2, where Ai ~ Ber(p) for all random variables i in {1,2,3}
Given that A1 = B1 minus B2,A2 = B2 minus B3, and A3 = B3 minus...
Given that A1 = B1 minus B2,A2 = B2 minus B3, and A3 = B3 minus B1, Find the joint p.m.f. (probability mass function) of A1 and A2, where Bi ~ Ber(p) for all random variables i in {1,2,3}
Please give examples of matrices which (1) is an augmented matrix of a linear system which...
Please give examples of matrices which (1) is an augmented matrix of a linear system which 3 equations and 3 variables. (2) is an augmented matrix of a linear system which 3 equations and 3 variables and all variables should be presented. (3) is an augmented matrix of a linear system which 3 equations and 3 variables and one of the variables is not presented. (4) is an augmented matrix of a linear system which is inconsistent. (5) is an...
(4) Prove that, if A1, A2, ..., An are countable sets, then A1 ∪ A2 ∪...
(4) Prove that, if A1, A2, ..., An are countable sets, then A1 ∪ A2 ∪ ... ∪ An is countable. (Hint: Induction.) (6) Let F be the set of all functions from R to R. Show that |F| > 2 ℵ0 . (Hint: Find an injective function from P(R) to F.) (7) Let X = {1, 2, 3, 4}, Y = {5, 6, 7, 8}, T = {∅, {1}, {4}, {1, 4}, {1, 2, 3, 4}}, and S =...
H(a1,…,an)={(x1,…,xn)∈Fn : a1x1+⋯+anxn=0} Consider the special case of H(1,2,3)⊂R3 defined as above for (a1,a2,a3)=(1,2,3)∈R3. Find a...
H(a1,…,an)={(x1,…,xn)∈Fn : a1x1+⋯+anxn=0} Consider the special case of H(1,2,3)⊂R3 defined as above for (a1,a2,a3)=(1,2,3)∈R3. Find a basis for H(1,2,3) and state the dimension of H(1,2,3).