How many different three digit numbers can be formed using the digits 9,6,7,8,5 and 4 with repetition.  For example,  778 is allowed.

Q: Question No. 5) Show that a partition of a set S determined equivalence Relation on set S. (

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Q: Please help with Question 3

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Q: S 18 What is the missing number? 30 1 S 3

A: Please comment if you need any clarification. If you find my answer useful please put thumbs up.…

Q: Calculate the partial derivatives and using implicit differentiation of (TU – V)² In (W - UV) = ln…

A: Introduction: In differential geometry and vector calculus, the partial derivative is used. The…

Q: /0 1 0 5. (a) Let A = 1 1 2 find A2 and draw the digraph corresponding to A². 0 2 0/ (b) Find the…

A: 5. (b) To Find: The adjacency matrix for the directed graphs.

Q: Let X₁ = eg(t) [eW(t) + e−W(t)] where g(t) is a function of t. (a) Use the Ito formula to compute…

A: Given: The function of t is gt and Xt=egteWt+e-Wt. To find: (a) The expression of dXt by using Ito…

Q: 6. Suppose t > 0. Consider the functions f(x) = e* and g(x) = xt. Show that ext for all x > 0, if…

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Q: ΤΗ ΜΑΤΗ ΜΑΤΗ ΜΑΤΗ ΜΑΤΗ ΜΑΤΗ ΜΑΤΗ ΜΑΤΗ ΜΑΤΗ ΜΑΤΗ ΜΑΤ hich one is correct and which one is wrong?…

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Q: In this exercise you will solve the initial value problem (1) Let C₁ and C₂ be arbitrary constants.…

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Q: Q: Consider the set of francti of the complex plane with where how S a Ta, b; c, d (z) = az+b Cz + d…

A: consider the set of function linear transformations of the complex plane with ∞ adjoined.…

Q: Find a vector v that is perpendicular to the plane containing 3 -() 6 and 0 2

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Q: Let GL(2, 11) be the group of all invertible 2 × 2 matrices with entries in Z₁1, with group…

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Q: evaluate. Does the series ∞[4 2^k(x-3)^k/2k converge absolutely, converge conditionally or diverge?…

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Q: Let fbe a continuous function on an open subset U of a Banach spe into a Banach space Y. Let a and b…

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Q: 2) Let Z229 be a finite field (Note that p = 229 is a prime) and Z229 = i.e. 6 is the generator for…

A: In this question, the concept of modular arithmetic is applied. Modular Arithmetic Modular…

Q: 1. Karen is a hobby farmer from near Toowoomba in Southern Queens- land. She sells the lettuce she…

A: As per company guidelines we are allowed to solve maximum three sub-parts so i am solving first…

Q: Convert the following formula into one that has neither an existential quantifier nor a Skolem…

A: convert the following formula into one that has neither an existential quantifier nor a skolem…

Q: Introduction to Calculus in Economics (continued): In the previous Problem Set question, we started…

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Q: 2 f 2 f Consider the function f(x, t) = (x - ct)4+ (x + ct)4 where c is a constant. Calculate Əx²…

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Q: Consider the function d: R² x R² → R defined by in{\32 — 22\,1}_if x₁ = otherwise, d(x, y) := for x…

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Q: Minimize the function f(x, y) = x2 + y2 + xy + y, finding the optimal x and y and the value of the…

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Q: Find the equation of a plane that passes through (4, 5, 5) and which is 6 (4) -4 Make sure to use *…

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Q: Physicians use gallium citrate-67 to detect certain types of cancer, including lymphoma. Gallium…

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Q: Task II: Your manager asked you to answer the following: A) Define quantitative and qualitative…

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Q: Prove that the trivial G is faithful if and only if G = {1G} representation of a nite group

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Q: The function f(x) is shown in the graph and the function g(x) is defined as g(x) = −4x² – 16x. -7 -6…

A: The function f(x) is shown in the graph and gx=-4x2-16x.   To Choose: The correct option.

Q: +(-A→ A) →(B → A)

A: Using the formal axiomatic system prove the following theorem ¬A→A→B→A

Q: Use the graph of f(x) = x² below to find a number & such that ² -1 < 0.1 whenever 0 < |x-1|< 8. y 8…

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Q: 1. Evaluate: Use gamma or beta laws 8 1 = √₁ e3z (e² + e5z)2 dz

A: Introduction: Popular mathematical functions include beta and gamma. While beta is a dual variable…

Q: (b) For a set X, let (*) denote the set of subsets of X of cardinality k. Given n>1 we define three…

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Q: A downtown parking lot charges $5 per hour for the first 2 hours, then $2.50 per hour after that.…

A: The charges are $5 per hour for the first two hours. The charges are $2.5 per hour after the first…

Q: Use the graph of f(x) = // below to find a number & such that f (x) -0.5| < 0.1 whenever 0 < x - 2|…

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Q: The explicit scheme: u²+¹ = ² + ^ [u²₁ - 2u² + uf_₁], i+1 λ = k/h², for solving the parabolic…

A: A 1-D Heat Equation or Diffusion Equation is given as:  ∂u∂t=α∂2u∂x2⇒ut=α·uxx It is parabolic in…

Q: Given the following non-linear model Min x² + y² + 2x²y + 2xy + 2x²y²-8x-6y-14zy subject to 2² + y²…

A: given model Min x2+y2+2x2y+2xy2+2x2y2-8x-6y-14xy subject to  x2+y2≤5 (1) formulate the first two KKT…

Q: For the following sequences, calculate their limits superior and inferior. (a) (b) ((-1)" (1-))1 (c)…

A: "Since you have posted a question with multisubparts, we will solve the first three subparts for…

Q: Consider building a binary search tree for the digits 0-9 using standard numerical order. (a) Draw…

A: Given digits are 0,9,2,7,5,3,1,6,8,4 Binary search tree Algorithm: 1: Left subtree is lesser than…

Q: prove Øx = Øy for X,Y Øx = {x & X: x # x} øy = {y&Y: y # y}

A: Please cooment if you need any clarification. If you find my answer useful please put thumbs up.…

Q: An initial value problem, or [answer], is a differential equation whose solution is subject to…

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Q: di R²<R² + R₂² 2=(2,₁ %), g=(2₁1%) FR² min { 182-221, 2} if 24-3₁ ; de, y) = {" 1 otherzise how do…

A: The metric is: d:R2×R2→R0+;        x=(x1,x2), y=(y1,y2)∈R2d(x,y)=min{|y2-x2|,1}if x1=y11otherwise…

Q: sixt S 18 What is the missing number? 30 1 S →XIS

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Q: ODE (Inx = = =) dy = [iny - 12 ) dx

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Q: Use all four operations and at least one exponent to write an expression that has a value of 100

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Q: music midtown is unfortunately cancelled for 2022 but future wants to still put on a shows for…

A: The dimensions of the venue is 40 yards by 17 yards. The number of people that can stand in 25…

Q: (Theorem) The equation k where k is a positive parameter 2-9 represents a family of circles for…

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Q: The expression A=[(0)1³ de describes the area in polar coordinates bounded by the curve r=f(0) and…

A: Green's Theorem:  ∮C(Ldx+Mdy)=∬D∂M∂x-∂L∂ydxdy Let ∂M∂x-∂L∂y=1, then ∮C(Ldx+Mdy)=∬Ddxdy. We can find…

Q: Think of all of the different games that have been presented in this lesson: rolling a die, using a…

A: We need to define a fair game. Let us suppose that we roll a pair of dice. The player looses $1 if…

Q: Deliymine the Pripes Tua yectangle the 715 Nil lineay by any Z₁ = 0, 2₂ = 1/2₁ 2₂ = 1 and ²4=1+ N₁ =…

A: HINT : USING CROSS RATIO METHOD  w1-w2w3-w4w1-w4w3-w2 = z1-z2z3-z4z1-z4z3-z2

Q: Let m and n be two real numbers such that m > n. Which of the following is equivalent to a Golden…

A: Hint: To obtain the golden ratio of two numbers just add them and divide the sum with the bigger…

Q: Let Find o*w. w = e e6(x+²) dy ^ dz + e¯ª dz^ dx + e¹(x−²) dx / dy be a two-form on R³, and 6:…

A: Given: A two-form on ℝ3; ω=e6x+zdy∧dz+e-ydz∧dx+e4x-zdx∧dy. A smooth function, ϕ:ℝ&gt;02→ℝ3 defined…

Q: Let A,X EM, (C) such that A is positive semidefinit and AX = XA Show that A1/2X = XA1/2.

A: Given: A positive semidefinite is A and AX=XA then A,X∈Mnℂ. To prove: The statement A12X=XA12. If a…