A sphere with center at the origin has a radius of 15 units. Which of the following points is outside the sphere? O (8,-8,10) O (9.-6.-10) O (12,4,8) O (-11,6,7)

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: 6. Let ₁ and 2 be the amounts of two goods whose joint utility function is U (x1, x2) = 9x1 + 3x2 -…

A: Given  Ux1,x2=9x1+3x2-4x12-x23

Q: ... liverpool.mobius.cloud 63% Consider the differential equation with the boundary conditions y = 2…

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Q: Solve for the determinants using a combination of row operations and cofactor method.

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Q: If (G,X) be the group of all real 2 x 2 matrices (b) such that ad - bc #0 with matrix multiplication…

A: Given if G, × be the group of all 2×2 matrices abcd such that ad - dc≠0 with matrix multiplication…

Q: One of the primary trigonometric ratios for an angle is given, as well as the quadrant that the…

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Q: Task 3 Considering the figure shown below, find below; 1) The moment Mp of the shown force about…

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Q: Find the Saution of the equation using Inver's operator method y + 3y + 2Y = 4 cos(x)

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Q: I--I---A sin dydx sin:

A: Given I=∫x=12∫y=xxsinπx2ydydx+∫x=24∫y=x2sinπx2ydydx In the given function variable y is in…

Q: 4. 3 Prove that cos 30=4 cos³ 0-3 cos 0

A: To prove the following we use formulas: cos(x+y) = cos(x)cos(y) - sin(x)sin(y)…

Q: At a certain time each year, the scaling down of weekly production of sun hats starts. (a) If weekly…

A: An arithmetic progression or arithmetic sequence is a sequence of numbers such that the difference…

Q: 2.7 Given that the spacial components of motion, x = x(X, (), are: x₁ = X₁ + X₂ (e' - K), X₂X₁…

A: Solution : x1=X1+X2(et-K)      …(1) x2=X2+X1(e-t-K)   …(2) x3=X3    …(3) Solving above equations,…

Q: 1. A student is planning to spend her saving to get a new iPhone which costs $2500. The store gives…

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Q: 5) There are more than two idempotent elements in the ring Z6OZ6; here are some of them (, ), (, ),…

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Q: identify the statement that does not hold in a complete ordered field K and provide a…

A: A complete ordered field is an ordered field F with the least upper bound property (in other words,…

Q: identify the statement that does not hold in a complete ordered field K and provide a…

A: This is a question of Abstract Algebra.

Q: The manufacturer of a new cholesterol-reducing yogurt plans to increase output over the coming…

A: Introduction: A recurrence relation is a mathematical equation that states that the nth term of a…

Q: Find the area bounded by y=-x+1, y = −2x+2, x=-2, and y=2 A) 1/3 B) 16/3 C None of these (D) 4/3 E 5

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Q: se traces to sketch the surface. (If an answer does not exist, enter DNE. Select Update Graph to see…

A: In this question, the type of surface is determined by the type of equation.

Q: The equation of a line is defined by y = k*x^5.2, where k = h/b^n as shown. If b = 1.1; h= 17.1.…

A: Given, y=hbnxn,n=5.2, b=1.1, h=17.1⇒y= 17.1(1.1)5.2x5.2 dydx= 17.1(1.1)5.2(4.2)x4.2 Length of the…

Q: P' (t) = 200 + kt³, where k ‡ 1 is a positive constant. O P' (t) = 200 ++³ D' (t) 200 43

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Q: 1. Explain how would you determine the maximum value of y= 1 3-cos x

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Q: 2: For the region R enclosed by the lines y dy = 2? y y=x y=-x y=2 2 2 6 x, y = x

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Q: Solve each nonhomogeneou 1. [32]

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Q: 1. Find the Laplace transforms of the following functions. a.) est e2t cos (3t) + sin (3t) - b.) 2…

A: This question from laplace transform

Q: Find the Laplace transform of the following function f(t)= u(t−7)t²e(t-7)

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Q: The diagonal of a certain rectangle is twice its length minus 2₁ while its width is twice its length…

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Q: 1. Evaluate the given integral Q. Q - If yza² dy dz dr 0 0 0

A: Since you have posted multiple questions and we can answer one question. So, answered the first…

Q: Soal Latihan 1: Diketahui f(x) = 2x − 5 dan - 1-6x g(x) = 3r+2

A: Note: Since you have posted a question with multiple sub-parts, we will solve the first three…

Q: 3 -6 9 B = |−2 7 -2 0 1 5 1 -2 3 1 5 -9 6 3 D = -1 2 -6-2 L 2 8 6 1

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Q: Q2) Let(M₂ (R), +..) be a ring. Prove H = {(b) la, b, c € R}is a subring of (M₂ (R), +..).

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Q: of A, then 7 = 0.

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

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Q: 1- Let pn (a) denote the degree n Newton's interpolation polynomial. What is p2 (4) for the data set…

A: Given data set for p2x is  x0,y0=0,0x1,y1=3,2x2,y2=5,-1

Q: 2011 x² + y² The system of differential equations X x² + y² is equivalent to a 1st order system…

A: A machine of differential equations is a finite set of differential equations in mathematics. A…

Q: Solve the LP problem using Simplex Method Maximize = 2x₁ - x2 + 2x3 subject to: 2x1 + x2 < 10 x1 +…

A: First we will convert the problem into canonical form by adding slack variables s1 , s2 , s3 . Then…

Q: P= 10,000-2Q C = 16,000+ 1648Q +0.4Q² a. Determine the quantity (Q) that maximizes profit. b.…

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Q: I've the equation day + (2 corx + tanx) dy + y cos³x = costxc Jx dx² changing the independent…

A: We can solve this using ordinary Differential Equation with substitution method

Q: 5. The base of a right triangle right triangle is equal to is equal to the sum of the first ten,…

A: Solution : Fibonacci Series: F(0)=F(1)=1 F(n)=F(n-1)+F(n-2) First Few Fibonacci are, 1, 1, 2, 3, 5,…

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

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Q: Find the dimension of the subspace spanned by the given vectors.

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Q: is not a Field Always because if we take the ideal I =¸ then Z12/ e map y: Z, -→ Z₂ such that y(x) =…

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Q: ๆ 0 1 3 -2 3 - - - - - B 3 m C ܩ ܘ ܩ O - - - T 5 D =

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Q: 5. Suppose f(x) is an odd function. Prove that g(x)=f(x)| is an even function.

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Q: 8 8 α Ω Un R Ω

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Q: 5. (a) 8 a b 13 cde Let A be a 3 x 3 matrix and det(A) = 1. Compute det ([(2A)¹]-¹). (c) 2 (d) (e)…

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Q: Solve the differential equation (1 + e²/v) dx + eª/v (1 − ª ) dy = 0

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Q: Q7. A cellphone transmitter is placed at the top of a vertical tower. Cables are used to help…

A: To solve this problem draw a diagram based on the information given in the question and formulate…

Q: H.W: Use the chain rule to find the derivative of w= x² + y² with dw respect to t with x = cost +…

A: We need to use the chain rule to find the derivative of w=x2+y2 with respect to t given…