For any n e N, let Bn = (n, 0). {Bn}=1 is descending. Show that N Bn = 4. n=1
Q: 12. Maria has four-digit PIN(Personal Identification Number). She needs to send the PIN to her mothe...
A: Given that the encoded message that Maria's mother receives is 4148189722232. Now we have to find th...
Q: MHTH LINK The temperature of still, dry air decreases by about 6 °C for each kilometre increase in a...
A:
Q: Show that /(-1)-7(1) but there is Let f(x) 1 Show that /(-1) (1) but there is no number e in (-1, 1)...
A:
Q: Solve the tri-diagonal linear of equations system below using Thomas Algorithm. (2.04 -1 -1 2.04 -1 ...
A: we have given the tri-diagonal system of linear equations 2.04-100-12.04-100-12.04-100-12.04pqrs=121...
Q: z = sin(2x) cos(y) 1. Construct a grid for x and y going from (0, 0) to (4, 6). 2. Use this grid to ...
A: Using the Geo Gebra software I have plotted all these three problem in 3d graph. 1. The grids are in...
Q: All home renovations cost more than the estimated amount. Engr. Joy has estimated that the cost that...
A: Introduction: There are two different kinds of reasoning. One is inductive type and another is deduc...
Q: 3. Let w = f(z) = 5z² – 12z + 3 + 2i a. Determine u and v b. Calculate f (3 – 4i)
A:
Q: Evaluate tan-1 x dx 8.
A: We have to evaluate the integral: ∫-∞∞tan-1xdx
Q: Find a, b, c, and d so that 9- 6- 1 3 Select the correct choice below and, if necessary, fill in the...
A:
Q: Show that p q and (p A q) V (-p ^ ¬q) are logically eguivalent.
A: Logical equivalent:- Two statements are logically equivalent if and only if their resulting truth ta...
Q: Learning Activity 2.2 Answer the following questions: 1. Write the following in roster form. a. Set ...
A: 1. Roster form: a. The set of all provinces in Region 1. The region 1 consists of 4 provinces {1,2,3...
Q: 14. s-3 (2s + 1) 15. s* S 16. (s+3)(s +5) s' +2 (s' +10)(s +20) 17. 2.
A:
Q: What are the terms a₀, a₁, a₂, and a₃ of the sequence {aₙ}, where aₙ equals a) 2n = 1? b) (-2)n? ...
A: We have to find a0, a1, a2, and a3 of the sequence an.For this, we will substitute n=0, 1, 2, 3 in t...
Q: Determine whether the argument is an example of inductive reasoning or deductive reasoning: 1. All b...
A: We have given statement, All books written by John Grisham make the best seller list. The book The L...
Q: What is the most common and useful numeration system for computer programming applications? O Base 1...
A: Q) 6) base 2 option 5 is correct in the computer programming we use base 2 for numerical sys...
Q: A businessman is considering opening a small specialized trucking firm. To make the firm profitable,...
A: We will use basic concept of LPP here
Q: A trust fund is planning to invest up to Php60000 in two types of bonds.: A and B. Bond A is safer t...
A:
Q: Suppose you flip a fair coin twice. What is the probability that the outcome is the same both times?...
A: Consider the head surface of the coin is H and the tail surface is T. The coin flips twice. Therefor...
Q: (b) Let u = u(x, y) and f and g be twice differentiable functions. Then, a general solution to the e...
A:
Q: Example 4: For each pair of real numbers, place one of the symbols in the blank. a) 2 b) -5 1 c)
A: Disclaimer: Since you have posted a question with multiple sub-parts, we will solve first three sub-...
Q: (a) The eigenfunctions of the following eigenvalue problem: X" + XX = 0, X'(0) = X'() = 0 are given ...
A:
Q: Z(-3 + 4j) = -14 + 2j, what is argument of Z in radians? 30 pi/6 pi/4 45
A:
Q: CHECK YOUR PROGRESS Verify that each of the following statements is a false statement by finding a c...
A: "Since you have asked multiple questions, we will solve the first question for you. If you want any ...
Q: Let A={2,4,6 } and B={1,3,5,}. which of the relations, R,S,and T defined below are functions from A ...
A: We know that relation is said to be a function if every element in the domain have exactly one value...
Q: 4. More weak induction Use weak induction on n to prove the following claim: n! 1
A:
Q: 3 x3 + 8 dx -1
A: Given: The integral, ∫-13x3+8dx To determine: How big should n be for the absolute error bound to ...
Q: 2. A new location for a park in a small city outside of Bucklin, Colorado, is going to be built. The...
A: According to the given information, voting in done in a city to select a location where a park is to...
Q: 46. Jaimy wants to sell boxes of chocolates for Php40 per box. If the customer will buy more than 10...
A:
Q: A cardboard box without a lid is to have a volume of 16,384 cm³. Find the dimensions that minimize t...
A:
Q: 12x2
A:
Q: Asap Find the characteristic strips of the equation ap+yq-pq = 0 and obtain the equation of the int...
A:
Q: (e) {1} is an element of (3,2, 1, 4}. (f) {1} is a proper subset of {3,2, 1, 4} (g) {3,2, 1, 4} = {1...
A:
Q: Let f:C → C be an entire function. Show that the function g:C \ {0} → C defined by g(z) = f(1/7) is ...
A:
Q: The vectors: U=(5, 1,4) V=(-1, -2, 2) a) Find the Dot product U•V b) Find the Cross product U×...
A: A vector is a quantity that has both magnitude and direction. In general, vectors are represented as...
Q: Find the solution of the following initial value problem: an = 14a,-1– 49a, 2; ao = 0, a1 = 6 an = a...
A: The solution of initial value problem is solved below
Q: 1. (t+ 1) 2. 2sin3t +5cos 3t 3. (e" -e") 4. (Vf + 1)(2- VE)/JE 5. 8 sin' 3t
A: Since you have asked a question with multiple subparts, we will solve the first three subparts for y...
Q: 5. Bob's RSA public key has modulus N = 391 and exponent 3. Alice sends Bob c = 213. You're Eve. Bre...
A: The RSA algorithm is as follows: Key generation N=pq, where p and q are primes. select Exponent e, 1...
Q: 6. Sketch a graph of some function f(x) where the interval for f(x) > O is [2,5] and [8,).
A:
Q: 1) Show that the square of an odd integer is odd. 2) Show that the product of two odd integers is od...
A:
Q: answer 2 and 3
A:
Q: characteristic
A:
Q: x´+ bx +90
A: The discriminant, D, of the quadratic equation: ax2+bx+c=0 is calculated using the formula: D=b2-4a...
Q: Find the Fourier series of following functions 1. Find a Fourier series to represent, ƒ(x) = x – x f...
A: (1) given a function f(x) = π-x , 0<x<2π we have to find the Fourier series for given functio...
Q: Find the solution of the D.E. below: 2(2x² + y*)«x – xycdy = 0 x* = c (4x²+y²) B) x* = c(x²+4y²) © x...
A:
Q: 1. Prove the following using a truth table. {O is a symbol for XOR.) p@q = (p V q) ^ ¬(p^q)
A:
Q: P + = 1
A: Consider the function as f(p,q)=p+q-1 then obtain the complete integral for the given function.
Q: A man bought a hat for ₦70.00 and sold it for₦85.00 . calculate the percentage gain(to the nearest w...
A: We know that profit gain=selling price(SP)-cost price(CP). Then percentage gain=SP-CPCP×100
Q: Let p, q, r be true. Determine whether the ff statements can have the given truth value (in parenthe...
A: Truth table for some operations:- p q ~p p∨q p∧q p→q p↔q T T F T T T T T F F T F F F F T T...
Q: For the given values of n and d, find integers q and r such that n = dq + r and 0 < r < d. n = 56, d...
A: According to the quotient-remainder theorem, for any integer n and a positive integer d, there exist...
Q: Find the points on the surfacex - yz = 9 that are closest to the origin. Enter your answers in order...
A: The given surface is: x2-yz=9⇒x2-yz-9=0 ............(1) We have to find the points on the given su...
Step by step
Solved in 2 steps with 2 images
- 22. The networks in parts (a) and (b) of Figure 2.23 show two resistors coupled in series and in parallel, respectively. We wish to find a general formula for the effective resistance of each network—that is, find such that . (a) Show that the effective resistance of a network with two resistors coupled in series [Figure 2.23(a)] is given by (b) Show that the effective resistance of a network with two resistors coupled in parallel [Figure 2.23(b)] is given byFOR N=195, by fermat's theorem an-2 =2. Give the condition which ensure that |ez| < 1 where z in C.
- For #31 b) please show that for any x, y in Z(G), x(y)^-1 is also in Z(G).Consider an RL circuit consisting of an inductor with an inductance of L henry (H) and a resistor with a resistance of R ohms (Ω)driven by a voltage of E(t)volts (V).Given the voltage drop across the resistor is ER=RI , and across the inductor is EL=L(dI/dt) , Kirchhoff's Law givesLd Idt+RI =E(t) Now suppose an RL circuit with a 2Ω resistor and a 0.04H inductor is driven by a constant voltage of 130V . If the initial resistor current is I(0)=0A , find the current I and the voltages across the inductor EL and the resistor ER in terms of time t. Find: I(t), ER(t),EL(t)Assume X ∼ Poisson(r), where r > 0. Prove that E(X) = r. Show all the steps of the proof.
- Consider an RL circuit consisting of an inductor with an inductance of L henry (H) and a resistor with a resistance of R ohms (Ω)driven by a voltage of E(t)volts (V). Given the voltage drop across the resistor is ER=RI , and across the inductor is EL=L(dI/dt) , Kirchhoff's Law gives Ld Idt+RI =E(t) Now suppose an RL circuit with a 7Ω resistor and a 0.04H inductor is driven by a constant voltage of sin(40t) V. If the initial resistor current is I(0)=0A , find the current I and the voltages across the inductor EL and the resistor ER in terms of time t.Let m > 2 be an even integer and let n > 2 be an odd integer. Finda formula for the number of elements of order 2 in Dm ⨁ Dn.For n ∈ N, set ζn = e 2πi/n = cos(2π/n) + isin(2π/n) with i =√−1. Show that Q(ζp) is a splitting AND separable extension of Q.