6 - 2 Compute A - 513 and (5I3 )A, where A = - 5 4 - 7 2 2 A- 513 (513)A = O 3. 4)

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A: Matlab code to write above expression on matlab is

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Q: Example 4.8.2 Simplify the following expressions: (a) Cov(8X +3,5Y – 2), (b) Cov(10X - 5, -3X + 15),…

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Q: (6,7) m || 2/3 in standard form.

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Q: Select the corect answer a. (s-3 Ob. (s-3) Oc 1 (s–3)? Od. (s–2)} O e. 1 (s–3)

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Q: L WORK MUST BE SHOWN) In-person mus Elassroom. Online may submit, then resubmit on 6. Multiply (3x-…

A: solve the following

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A: The Newton interpolation polynomial are calculated as: \

Q: QUESTION 1 Rewrite 32⁹x/7 and 1 8x/11 128 in the form 4x 10/01 or ALT+FN+F10 (Mac)

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Q: 2. Using the fact that (AB)¹ = B-¹A¹, show that (ABC)¹ = C-¹B-¹A-¹.

A:

Q: -2 -9 (8 +7t²) dt

A: I=∫−9−2(8+7t2)dt

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A:

Q: Suppose Zı= 4+4i , Z2= 5 +7i. Evaluate (a) 2 Z1– 4 Z2 Z2 (b) 3 Z1

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Q: 17) (12 – 8j)(4 + 3j) + 10

A: To expand by multiplying each term and adding them

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A: Given,      (3+3i)5

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A: Given data: The length of the arc mEG⏜=3x The length of the arc mEF⏜=4x-64∘ The length of the arc…

Q: If find |A| = A = -1-20 [4+4i-1-21] 3-i

A:

Q: 6. Which expression is the simplest form of V12+ V48

A: Solution

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Q: Compute A-413 and (413)A, where A = A-413 = 6 - 4 - 3 - 2 4 3 - 6 1 3

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Q: Let a = -27 +53 + 4k. Find a.

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Q: test if (AB)¹ = B¹A¹ A = 4 1 0 2 L3 5. B = 14 0 2 - -3 1

A: To test if ABt=BtAt.A=410235, B=14-3021

Q: (-37-631)÷(le lli)

A: topic - complex numbers

Q: What is the difference between the minor of an element aij and the cofactor of the element?

A:

Q: Let 4 1 - 3 -2 -9 and 1 A =| - 3 В C =| 0 3 Prove that 5 - 2 -1 1 1 – 4 | (BA)" – A" B" + AC = AC,…

A: (BA)T - ATBT + AC = AC In LHS, We know that, By the properties of Transpose, (BA)T = ATBT .…

Q: See below: If (1 + i)(1-1) = 2. a07879297 + 1.b17865173i. What is a + b? %3D

A: First, we need to find the value of (1+i)(1-i).

Magnitude

A vector is an element with both direction and magnitude. A vector is represented using an arrow, where the arrow represents the direction of the vector and its length is represented using the magnitude. The set of vectors in space is known as vector space. The vectors can be added, subtracted, multiplied, and divided in a vector space. The image below shows a vector AB.