Compute the mark-up price of instant noodles using the given data VCU/U = 20.00 FC = 500.00 US = 200 units DMU = 15%

Q: Determine whether there is a Hamilton path on the following graphs. If there is any, draw the path. ...

A: To determine whether there is a Hamilton path on the graphs given. Note that a Hamiltonian path is a...

Q: In how many ways can an elf climb a staircase of 15 stairs if each step it takes can cover 1 or 2 or...

A: We will use the recurrence relation to find the number of ways in which an elf can climb 15 stairs.

Q: The Euler's Summation formula can be used to approximate the integrals by sums.

A: The given statement is true.  Euler's Formula: If f has continuous derivative f'on the interval y,x ...

Q: Specifically, expression of Wk from the critical point w we solve for each coefficient Wk (1 <k s M)...

A: The complete solution of (a) is in  given below

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Q: Let A be a 3x3 matrix where A?=A. Which of the following statements must be true regarding the matri...

A: Let A be 3 × 3 matrix such that  , A2 = A. Since we have given that , A = I3 and A = 0 are two matri...

Q: 2ni If A %3D 40е з , В %3D 202- 40°, С %3D 26.46 + 0i, solve for A + B + C. А. 27.7445° В. 35.1245° ...

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Q: A landscaper wants to find the answer to the question "How much time do people in Raleigh, North Car...

A: To find which of the following option is best describe the accuracy of the result of the survey.

Q: Q7 Let A = [(p → q) ^ (~p + ~q)]. Construct a truth table for A and determine if it is a tautology, ...

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Q: if x 2 (-2x, f(x) = { 4, ーx?+ 5,

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Q: ) Find the approximate solution x(0.8) using Euler's method for solving dy initial value problem - 4...

A: Given  y ′= 4cos(x + 2y)    with y(0) = 2, h = 0.2

Q: If x is even and y is odd, show that (x + y)? is odd.

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Q: Let R(x, y) be “x less than or equal to y", where universe of discourse is {1, 2}. Rewrite the expre...

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Q: Given that cos(2t) = 2 cos (t) – 1, it follows that L{cos"(t)} =;( +:). O True O False

A: We need to find Laplace Transform of f(t) = cos2(t) But , cos2t = 2cos2(t) - 1  ⇒ 2cos2(t) = 1 + cos...

Q: a) Explain why the multiplicativity of p(n) follows from the formula p(n) = n* -II (1 - 1/p) where t...

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Q: メ-しリ ニ X² ty2

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Q: Given the points T (5, 20°, 120°) to P (2, 80°, 30°): find the unit vector in cartesian coordinates ...

A: The relation between the Cartesian point (x,y,z) and spherical point (r,θ,ϕ) is x=rsinϕcosθ, y=rsinϕ...

Q: Q2: use Newton-Raphson Method to solve 2sinx x (x 2)

A: The equation in form f(x)=0 is called a transcendental equation. The solution of the equation is def...

Q: 1. For a given function f(x) = –7x + 3 a)slope is: b)x-intercept is: ( 0) c)y-intercept is: (0,

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Q: Solve for x that satisfy the equation x2 + 36 = 9 – 2x2 A. +6i В. +3і С. 9i D. -9i

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Q: If x is even and y is odd, show that (x + y)? is odd.

A: We have given that , x is even and  y is odd. We need to prove that , x + y2 is odd. We know that, e...

Q: By using Gauss-Jordan method, the solution of set following above equations will be 2x1 – 4x2 + 6x3 ...

A:  Here A=2-4613-7759,b=524 The argumented matrix is A:b=2-46:513-7:2759:4

Q: Find (1+ecote) csc² 0 do

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Q: Given the following matrices, please solve the questions below: D- E- [3 1 5 A= l6 2 ol 1 ((D-E)(F) ...

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Q: If an airplane is flying at 140 miles per hour East and turns in a smooth curve with a diameter of 3...

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Q: Which of the following is not possible in probability distribution? Select one: O a. p(x) =-0.5 O b....

A: The probability of an event is always greater than or equal to 0 but less than or equal to 1.

Q: (x - 2)" (2n – 1)(2n) Find the interval of convergence of the series - n=1

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Q: Given A (6, - 2) and B (-1,2), enter the equation of the line through point B and perpendicular to A...

A: Given A6, -2 and B-1, 2 We shall find an equation of the line through the point B and perpendicular ...

Q: .Find I =| 2 Im(z) dz where C is the semi-circle that is the left half of the unit circle from +i to...

A: Since you have asked multiple questions so as per guidelines we will solve the first question for yo...

Q: secx - I 10.) sin*x = 11.) 1- CSC X =- 2tan x sec x %3D sec?x I+ CsC X

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Q: ' Let f: R? →R be defined by S(2) = (r - r2)* +2} +3– 2r + 2r2 where a = [71, r2]". Suppose that we ...

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Q: (b) Show that 1 11 2 k(k + 2)(k + 4) 96 k=1

A: Given series is ∑k=1∞1kk+2k+4

Q: Describe all least-squares solutions of the equation Ax = b. 1 1 0 10 1 1 A = b = 10 1 1 1 1 0 The l...

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Q: 7. Prove: "If T is a tree of order n and size m, then m = n – 1." Give a concrete example to elabora...

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Q: Topic: Differential equations Question: Compute for the value of constant (C) by solving the given D...

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Q: Marcia needs to cover a section of her bathroom cabinet with shelf paper. The bottom of the cabinet ...

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Q: Use a truth table to determine if the following symbolic form of an argument is valid or invalid. -p...

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Q: How many basic variables are needed to solve a transportation problem with M sources and N destinati...

A: We find number of basic variables needed to solve a transportation problem with M sources and N dest...

Q: Assignment Term 1 2022 Mathematical Literacy Gr 10 QUESTION I The number of peyle who uses OR Tambo ...

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Q: the 'x' with the given below in system of equations: Equation 1: 2wi + 3x(4-3i) = 13 - 66i Equation...

A: Given equations are Equation 1: 2wi + 3x(4-3i) = 13 - 66iEquation 2: 3wi(4+3i) + 25x(1+i)i = -100 + ...

Q: Solve the following s OWI -D1 1 2 5 f 3 %3D

A: Given that e2-f5=1f-e3=8

Q: Evaluate cot-(1 – i) C. 0.3329 + 0.6014i D. 0.4287 + 0.2501i A. 0.7189 + 0.1128i B. 0.5536 + 0.4024i

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Q: 1. Consider f(x, y) = 2x² – y² +3x– y and U is any unit vector in R?. Find the maximum value of D7f ...

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Q: Problem 3 Consider the following simplex tableau for a mAximızation problem: Row x2 X3 X4 X5 rhs 1 a...

A: The complete solutions are given below  

Q: Find X in base 6= {(40.5)base 8 + (32)base 10} / (A)base16

A: This is a problem of counting, finite math.

Q: The figure shows the flow of traffic (in vehicies per hour) through a network of streets. (Assume a ...

A: We can solve this using given information

Q: (x+ yel) dx – xe dy = 0, y(1) = 0

A: By Bartleby policy I have to solve only first one as these are all unrelated problems.These are all ...

Q: Fred has a piggy bank. On his twelfth birthday, he started saving money. Every week, on the first da...

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Q: [2 31 Given A =1 1, B = [4 2) [1 21 1.D = [3 1 2), find 14 (a) A+2B (b) ВС (c) AC (d) DD' (e) D'D

A: "Since you have asked multiple questions, we will solve the first question for you. If you want any ...

Q: 3. Suppose that r(t) < s(t) on [1, ), and r(t) is continuous and strictly decreasing on [1, 0). If S...

A: Given rt&lt;st on [1,∞), and rt is continuous and strictly decreasing on [1,∞). Given ∫1∞stdt is con...

Continuous Probability Distributions

Probability distributions are of two types, which are continuous probability distributions and discrete probability distributions. A continuous probability distribution contains an infinite number of values. For example, if time is infinite: you could count from 0 to a trillion seconds, billion seconds, so on indefinitely. A discrete probability distribution consists of only a countable set of possible values.

Normal Distribution

Suppose we had to design a bathroom weighing scale, how would we decide what should be the range of the weighing machine? Would we take the highest recorded human weight in history and use that as the upper limit for our weighing scale? This may not be a great idea as the sensitivity of the scale would get reduced if the range is too large. At the same time, if we keep the upper limit too low, it may not be usable for a large percentage of the population!