Use pascals triangle to determine the number of possible ways to read "BEGINING" according to the following representation if you are allowed to start at top and move diagonally right or left. B E E G G G I I I I N_NN I I NNN GG

Q: If the linear system has infinitely many solutions, then k = and h = -6x 8x 50 x + 7y + 3z + 5 z 4y…

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Q: beam is shown in figure, determine the internal shear ford

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Q: It is given that f={(0,2),(1,5),(2,7),(3,9)}_and_g={(2,2),(5,0),(9,1),(7,3)} (a) Find fog. (b) Find…

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Q: Let p ≥ 2 be a prime. Suppose p does not divide a. Then ap−1 ≡ 1 (mod p).

A: The given problem is to show the given following modular congreunce that let p is a prime and p…

Q: (x-1)dx +xdy = 0

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

Q: Problem 2: Use the definition of the Laplace transform to find the transform of the piecewise…

A: To find the Laplace transform of the function. Using definition  L{f(t)} =integral (0,inf)…

Q: An MBDA official investigated an accident in Roman highway. They saw a 200- feet-long skid mark…

A: Use the following formulae, to obtain the solution. Velocity, v=dxdtAcceleration, a=dvdt Where x…

Q: Write a note on Fourier

A: If the composite signal is periodic, the decomposition gives a series of signals with discrete…

Q: There are several mutually exclusive ways Grazemont Dairy can meet a requirement for a filling…

A: Solution:- ALTERNATIVE 1 : Installation cost = $5000 , revenues = $18,000 , buying cost = $65,000 ,…

Q: E = F = [2 13 101 1 0210 0 1 2 3 1 -2 0 0 315 3 -7 0 -4 2 010 021 1 001

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Q: le is the Sum 4. The length of a certain rectangle of the 1st nine consecutive geometric progression…

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Q: Show that lam 2

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Q: the figure shown below, find the Moment of Inertia

A: Inertia

Q: Q1 Given a relation R on Z defined by mRn7|(mn) for all m, n € Z. Find the equivalent class…

A: We are authorized to answer one question at a time, since you have not mentioned which question you…

Q: Use mathematical induction to show the following. n 2(Vn+1-1) < Σ <2Vn+1 √i i=1

A: Introduction: Mathematical induction is a sort of mathematical proof. It is in general used to…

Q: Suppose n1,n2 are positive integers and gcd(n1,n2) = 1. Then for every integer x, if n1 | x and n2 |…

A: Given that gcd(n1,n2)=1 Then there exist integers m1 and m2 such that          m1n1+m2n2=1 Then…

Q: Kane and Abel are in partnership sharing profits and losses in the ratio of 1:1. The following…

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Q: not a Field Always because if we take the ideal I = : Z₂ —————→ Z₂ such that y(x) = { 1 if x is odd…

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Q: Find the first and and second derivatives with respect to z, and then find and classify the…

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Q: Using Fixed Point Iteration Method manually, Given: f(x) = x^3 + 3x^2 - 1 and its new function as…

A: The function given is as follows: fx=x3+3x2-1 The new function mentioned can be found as follows:…

Q: Solve usng any method:

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Q: Q2: Full the following blanks by the suitable solution (Undetermined Coefficients method) 2. If y" +…

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Q: 2 / y xx lnx xy + y = In

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Q: How many complex roots has the equation x⁷ + x⁴ - x² - 3 = 0

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Q: In the next integral S substitution is considered 2x = 5sin 0, after performing the trigonometric…

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Q: Use pascal's triangle to expand and write the simplified form of (3x + 1)4 and determine the…

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Q: Let A, B, and C be sets. Prove that: Ax (B\C) = (A × B) \ (A × C).

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Q: A machinist is required to manufacture a circular metal disk with area 548 cm². Give your answers in…

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Q: Find inverse Laplace of 5s +3 (s-2) (s2+4s+29)

A: We have given that ,  Fs = 5s + 3s - 2s2 + 4s + 29 We need to find Inverse Laplace Transform ,  That…

Q: Provide an augmented matrix of a system of linear equations having exactly the following solution:…

A: We want to find the augmented matrix for the given system of linear equations.

Q: ди ди following partial differential equation = дх at

A: Given,      ∂u∂x=∂u∂t-u                     ...(1)

Q: b) A fianchetto is a special move which provides the quick development of the bishop (piece at cl…

A: We will draw diagram and find position of pawn and bishop . Then find there displacement vector

Q: Find the inverse Laplace transform of 7s (3s²+75)²

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Q: Given the sequence defined with the recurrence relation: ao = 1 ak = 3k-ak-1 +1 for k ≥ 1 Using…

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Q: Consider the function f : [−2, 6] → R, x→ f(x) = 2x3/ [√(x2+8)+2]. i) provide argument why this…

A: This is the question of Real topology, and real analysis.

Q: 5) Let D= {0, 1, x1, x2, ...x10} be a finite Integral domain with x; xj. Show that D is a Field.

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Q: For the equation y' = y sin (-x), y(0) = 1, get starting values by the Runge-Kutta Fehlberg method…

A: Solution:Given thaty'=ysinπx, y(0)=1Applying separation of variablesdydx=ysinπxdyy= sinπxdxNow,…

Q: 1. sin xsin ydx+cos x cos ydy = 0 2. dr = b(cos Odr+rsin Ode) 3. x cos² ydx + tan ydy = 0

A: According to our guidelines we can answer only one question and rest can be reposted.

Q: = Romberg integration for approximating f, f(x) dx gives R21 R11 = 9 and R22 = 9.5 then

A: The outcomes shape a triangular array. The integrand is evaluated at calmly spaced locations the…

Q: d)x²-3x-4 =0 has no solution in Z7 4) Let I) 2x-10 in Z[x] II) 2x-10in Ox] III) 2x-10 in Z₁₂[x] One…

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Q: what is 1+1=

A: what is 1+1=

Q: 1. Helen sprays a weed killer to treat the weed problem in her lawn. The numb 100 hectare (ha)…

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Q: ot=3. Integrate eest from t = 3 tot = ∞o. Then add together the two results t

A: Given transform as, ft=1,0≤t&lt;3et,3≤t

Q: Example 8.5 Assume that X(t) is a random process defined as follows: X(t) = A cos(2π + $) where A is…

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Q: Let X be a set of 2x3 matrices. if for any

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Q: 1. If y"+y= 2x + 3e* then the roots of equation, r₁=. 12 = lyp= = second order differential equ and…

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Q: Define the join of a zero-one matrix. Find the two matrices A and B which gives A V B = = Justify…

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Q: dy 1- Solve = cos x + y, where y = dx 2.0 at x 0 take step size h = Ax=

A: Given,         dydx=cosx+y Where y=2.0  at x=0   and h=0.1

Q: say if the series converge absolutely and explain through appropriate convergence test. If a…

A: Solution: Given that i ∑n=1∞-1n14n+7 Check absolute convergence first: an=∑n=1∞14n+7 let bn=1n , we…

Q: 5x₁2x₂ + 3x = -1 -3x₁ + 9x₂ + x₂ = 2 2x₁-x₂7x₁ = 3 a) Apply the Jacobi method to solve the above…

A: Note : As per our policy, we are allowed to answer only first two part of question kindly post…