1 1 1 3 1 2 1 0 0 0 0 1 0 2 3 Let A 3 -1 (a) Is y E im(A)? Explain. 1 1 0 0 0 1 0 0 0 1 0 0 0 -1 2 (b) The RREF of A is Find a basis for im(A). 2 (C) What is dim null(A)? Explain your answer.

Q: List the elements of the sample space for the experiment. A state is selected from the states in the...

A: Yes, Option (2) is correct since sample set contains states as elements.

Q: Show procedures please.

A: Given - A 3-d object with it's measurements To find the centroid  y and  the moment of inertia of th...

Q: A drink recipe calls for prine juice and carrot juice.This equation represents the proportional rela...

A: consider the provided question, Number of quarts of prune juice = P Number of quarts of carrot juice...

Q: Differentiate the functions stated in questions 1 to 7 with respect to x. 1. y= 3x +2- Vr 2. y=e2r, ...

A:

Q: How much would you need to deposit in an account now in order to have $2000 in the account in 15 yea...

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Q: Given that z denotes the set of all integers and N the set of all natural numbers, describe  each of...

A:

Q: Advanced Math Question

A: 3) a) Given fx,y=3+xy-x-2y let's find partial derivatives,  fx=y-1 & fy=x-2 To get critical poin...

Q: 4. Maximize f(x, y, z) =xyz subject to the condition g(x, y, z) = xy+ xz + yz

A:

Q: Find the gradient of U = 2p(z² + 1) cos p. 2 cos ф (2?)ар + 2 sin ф (z?)aф + 4pz cos ф a, 2 cos ф (z...

A: The given function is, U=2ρ(z2+1)cosϕ. Obtain the value of the gradient. ∇U=∂U∂ρaρ-∂U∂ϕaϕ+∂U∂zaz∇U=2...

Q: Let S be the subset of the ℝ2 given by all pairs (x, y) so that x2 + y2 = 2. Show that S is a closed...

A: Let, s be the circle given by, s=x,y∈ℝ2 :x2+y2=2  Then s is a closed subset of ℝ2. Let us consider a...

Q: YOU MUST SHOW WORK HERE FOR FULL CREDIT! Graph the parabola (do not place any dots) then fill in the...

A: First we will compare the given equation with standard parabolic equation Y=4aX2

Q: 7. Prove without using induction that is a is an odd integer, then a? – 1 is divisible by 8.

A: We use the fact that every odd integers are of the form 2n+1 for some n belongs to integers.

Q: 1 -3 9. -9 1 -3 7 9. 0 1 0 0 0 0 0 0 1 2 -4 10 13 -12 -1 3 4 -3 5. Let A 1 -1 -1 1 1 -3 and B 1 -1 -...

A: We have to solve given problem:

Q: Can you help me with this math problem you can see it in this picture.

A:

Q: Advanced Math Question

A: Answer is option (1).

Q: f(x+h)-f(x) vi) lim h→0 where f(x) h

A: That's easy. Thumb up. Have a good day!!!

Q: Exponential Functions

A: Given the value of the car in 1990=$45,000 the value of the car in 2005=$13,000 Apply formula Pv1-rt...

Q: 40. Find the Euler circuit and Hamilton circuit for the given graph if there is one. E

A: An Euler circuit is a circuit in which every edge of the graph is transversed only once such that th...

Q: Please could you help me urgently. The last 10 minutes before the exam is important to me. I need to...

A:

Q: 1. ∆ABC is transformed to create ∆A'B'C'. After the transformation, ∆ABC = ∆A'B'C'. Which of the fol...

A: 7. Find the length of ST and multiply by 5: ST=4-42+-2-42=02+62=36=6S'T'ST=5S'T'=5×ST=5×6=30 units

Q: Write the following statement as an equation and hence find the number of oranges indra bought. Indr...

A: Given that Indra bought 12 apples at 19 pence each and some oranges at 29 pence each. Also, she spen...

Q: give solution

A: We need to find the derivatives using direct substitution and by chain rule . Now , we have ,  f(u,v...

Q: Question 4 12 -12 -9 6 9. -12 O y-x-31 Oy-bx-91+3 O y-l-6 O y-bx+3 Or+31-6

A: At x=0, y=13. Only option y=|x-9|+3 satisfies this. Hence option (2) is correct.

Q: Subject = Discrete Structures

A: Note: Here we are solving first 3 parts for remaining parts please submit question again. Given: The...

Q: Given the boundary of the surface of a cylinder 0 < p < 3, <o<,1<z< 2, determine the length from (0,...

A:

Q: Can someone please do this problem and explain it...

A:

Q: See attached. thank you!

A: Note that, the graph is constant when x&lt;-2. Thus, graph is not increasing  when x&lt;-2. Recall t...

Q: Can a graph with nine vertices and nine edges exist? Explain wy no such graph exists or draw the gra...

A: To verify whether a graph with 9 vertices  &amp; 9 edges exist or not.  

Q: Advanced Math Question

A: Given: Let F be the gradient of φ. ⇒∇φ=F Now, Circulation =∬S ∇×F. n^ ds      =∬∇×∇φ.n^ ds

Q: In Rn , Let R denotes the set of points having only rational coordinates and l its complements , tha...

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Q: Please see attached differential equation problem. Thanks

A:

Q: 5. Simplify the following expression! (1+2i)|3+ i[² (c +i· sin 6. COS |

A: That's easy. Have a great day!!!

Q: Question 2: Check whether the given functions have at least one solution over the given intervals by...

A:

Q: 6. Determine the order of the following complex number! о( со COS 3 57 3 +i· sin 3 -

A: That's easy. Have a great day!!!

Q: Advanced Math Question

A:

Q: Discrete mathematics

A: To determine the recurrence relation that would determine the number of sequences a1, a2,…,an that h...

Q: Solve the initial value problem using the method of Laplace transform. у" + Зу %3D t y(0) = 0 y'(0) ...

A:

Q: If 1700 dollars is invested in an account for 10 years. Find the value of the investment at the end ...

A: When a principal amount of $P is invested for time t years at an interest of r% per annum compounded...

Q: Which or which of the following is true for AX = 0 homogeneous linear equation system? I. There ma...

A: Both (II) and (IV) are true.

Q: 4 1 7 19. Let vi = -3 V2 = V3 = 11 and also let 7 -2 6. Span {v1, v2, V3}. It can be verified that 4...

A: given v1=4-37 , v2=19-2 , v3=7116 H=spanv1,v2,v3 cliam- to find the basis of H    

Q: Verify the Hand-Shaking Theorem for the graph Go. Find the degree sequence of the graph Go Check whe...

A:

Q: Express the integral as an equivalent integral in which the z-integra is performed first, the y-inte...

A: Given integral ∫036∫06-x∫0zfx,y,z dydzdx. Here the integration is in the order - y integration is pe...

Q: -4 1 -2 -2 7 14 Show that A= -14 5 -14 | and B = 11 18 are similar matrices by finding an invertible...

A:

Linear Algebra

In mathematics, problems can be solved by the arithmetic operators like addition, subtraction, multiplication, and division. In algebra, we represent the numbers by any letter called a variable. If these variables are of degree 1, then it is studied under linear algebra. The first-degree equations involving algebraic expressions are called linear equations. That is, if you represent it by drawing a graph you will get a straight line.