John is 1 m tall, Hashim is! m taller than John. How tall is Hashim? Mr Tan had 5 m of cloth. He used 2-m of cloth to sew some cushions. How many metres of cloth was he left with?

Q: (a) Prove that if > ak converges absolutely and (bk) is a subsequence of (ar) then ) bk also k=1 k=1...

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Q: Determine the truth value of each of these statements if the domain consists of all real numbers. 3x...

A: Multipart:    We need to find truth values for given statement. Clearly , ∃  symbol used for existen...

Q: Exercise 10. Let Z be the set of integers and R be the relation on Z defined by: aRb if and only if ...

A: Let ℤ be the set of integers. R be the equivalence relation defined on ℤ by , aRb ⇔ a2 ≡ b2mod 5 Fir...

Q: H.W/ A/ Find e* dr approximately using the Trapezoidal rule with n 10.

A: Given integration is ∫13ex2dx here a=1, b=3 and n=10 It means [1,3] is divided into 10 subinterval. ...

Q: 9.8 Exercises. 1. Let a = (1, -2, –3). The projection of R onto the line l defined by span(ā) is %3D...

A: Note: Since we only answer up to 3 sub-parts, we’ll answer the first 3. Please resubmit the question...

Q: Testing for a Vector Space In Exercises 13-36, determine whether the set, together with the standard...

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Q: Testing for Linear Independence In Exercises 27-40, determine whether the set S is linearly independ...

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Q: Spanning Sets In Exercises 9-18, determine whether the set S spans R. If the set does not span R, th...

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Q: Let A={(-1)" Find sup A and inf A. Provide some explanations how you got their values or why they do...

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Q: (11) Let f be a continuous function, positive function defined on [1, 0) such that lim f(x) exists (...

A: Let f be continuous and positive function limx→∞ f(x)=exist finite, and ∫1∞f(x)dx converge

Q: Given the argument: All dogs are animals. Some animals are hairy. Therefore, all dogs are hairy. Wri...

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Q: Question 1 Given the following Linear Homogenous Recurrence, answer the questions below (after solvi...

A: Note that this is a multipart question having more than 3 interrelated subparts. As per company poli...

Q: x dx + (y - 2x) dy = 0 %3D

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Q: Exercise 5.27 Find the Green functions on the following regions in R a) the semi-ball B(0, R) n {{z,...

A: We will use basic knowledge of functions and PDE to answer both the parts of this question.

Q: Is it possible for a matrix to be both upper triangular and lower triangular? Oa. Yes O b. No

A: Solution

Q: a.) Which is the correct (B U A ) – C Venn Diagram. Check the Image for the choices. (The one in Red...

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Q: Find the first order polynomial of variable x "closest" to the polynomial x2 + 3x + 1 using the inne...

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Q: Evaluate the following integral ja-e* (e) Multiple application Simpson's 1/3 rule with n=4

A: Note:- For remaining two parts please resubmit the problem with mentioning the correct value of sub ...

Q: Given: Three constraints: i) 10 sxs 50; i) y 2 20; and ii) x + y > 50 Required: a) Draw a graph and ...

A: We will use basic knowledge of linear programming to answer all three parts of this question for you...

Q: . Using the definition of Riemann Integrability, show that f(x) = 4.x – 1 is in R[-1,2].

A: This is a problem of R-integrability.

Q: 3. Distinguish between quasiconvexity and convexity.

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Q: f(t) = t'e-" -4t + t sin t.

A: The Laplace transform of the function f(t) is denoted as F(s) or L[f(t)], it is defined as ∫0∞e-stf(...

Q: (i) Gradient Descent (GD) (also referred to as batch gradient descent): here we use the full gradi- ...

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Q: A number of matrices are defined as [4 5] [A] = |1 2 l5 6] [4 3 71 [B] = |1 2 6 l2 0 4] Perform the ...

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Q: 25+16 x² (2, Sinx 3 + Cos? x xp 2

A: According to the fundamental theorem of calculus ∫f(x)dx=F(x), where dFdx=f(x). The definite integra...

Q: A contract requires lease payments of $700 at the beginning of every month for 7 years.  a. What is...

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Q: Let the relation - on the natural numbers N be defined as follows: if n is even, then n ~ n + 1; if ...

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Q: ANB A

A: Given table as,

Q: The open Newton-Cotes quadrature rules use equally spaced points that do not include the endpoints. ...

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Q: 2. Find the inverse transforms of the following. Show details of your work a. (s+10)/(s² - s - 2) b....

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Q: 7. Make a bar graph presentation of the monthly rainfall over a period of one year, when given: MONT...

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Q: If A and B are 3 × 3 matrices, det(A) = 1, det(B) = -2, then det(AB) = -2 det(-3A) = det(A") = det(B...

A: Given, Two square matrices A and B of order 3, such that det(A)=1, det(B)=-2 1: Since det(AB)=det(A)...

Q: Consider the following graph: e6 e1 e3 e2 e5 e4 V3 V& (a) Define the graph formally by specifying (i...

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Q: Determine whether the polygons to the right are similar. If so, write a similarity statement and giv...

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Q: A given angle 0 has the properties that sin 0 finding the value of 0, find a numerical value for sin...

A: The given relations between the trigonometric ratios can be reframed as follows: sinθcosθ=31tanθ=3An...

Q: Problem 3: Consider the functional: I = /1+yr2 dx. y a) Find the Euler-Lagrange equation, which mini...

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Q: EXERCISE: Suppose a company manufactures different electronic components for computers. Component A ...

A: Max Z =   7 x1 + 8 x2 + 10 x3 subject to   2 x1 + 3 x2 + 2 x3 ≤ 100     x1 +   x2 + 2...

Q: are two linearly independer d'y 3dy equation dx? dx

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Q: Find all values of z such that e? = /3+ i.

A: We have to find the values of z

Q: Find the moment of inertia of the area bounded by the curve y^2 = 4x, the line y = 4, the y-axis on ...

A: Moment of Inertia about x-axis

Q: Let V = R^n be the real vector space that is spanned by {e1, . . . , en}. For each 1 <= r <= n let V...

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Q: The radius of the front wheel of Monica's bicycle is 1 foot. If Monica travels one mile, about how m...

A: Given that the radius of the front wheel of Monica's bicycle is 1 foot. If Monika travels one mile, ...

Q: Q5:- Evaluate the following limits 3x4-3x2+5x-9 1. limxo 7x4+3x3

A: Solution

Q: Simplify the following expressions: (a) (2+6i)+(9-2i) (b) (8-3i)-(1+ 5i) (c) 3(7–3i)+i(2 +2i) (d) (3...

A: Since you have posted a multi subparts question according to guildlines I will solve first three que...

Q: Find the solution of exact differential equations Xy-1/x^2y. dx - 1/xy^2.dy3D0

A: The exact differential form of a differential equation is written as M·dx-N·dy=0 where ∂M∂y=∂N∂x.

Q: 1 to find the

A: Given :

Q: f(t) = e-2t-e-3t %3D t

A: The given function is                                           f(t)=e-2t-e-3tt To find the Laplace ...

Q: Find the roots of the following equation x6 – x – 1 = 0 Using an initial guess of xo =1.5?

A: Given  we have given the equation  x6-x-1=0 we have to find the root of given equation by using init...

Q: Q1) Find the average value of the area Ander the curve ( y= 1-x).

A: As per our guidelines, we are supposed to solve only first question. Kindly repost other question as...

Q: 10 2. F (s) s2 +4s+4

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