lp with calculus

Q: The row echelon form of matrix A is given by: 1 -5 31 0 1 Lo o o 0 [1 3 4 Then a basis for the row…

A: The given problem is to find the row space of the matrix A for the given reduced row echelon form of…

Q: Let D be the region bounded by the curves y= 42-x², x=0, and y= x a) Draw the enclosed region b)…

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Q: Given the set of data points {(-3, -1), (-2, 1), (0, 2), (1, 3), (3, 2)}, fit a straight line y = mx…

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Q: (c) 4 h(x) = 8 sin a + 1+x? (d) f(1) = 5 cos I -

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Q: 4 For what value(s) of x is the function f(x) 2x2- 6x | NOT continuous? A. x=0 andx= 3 B. x = 3 only…

A: We need to find points at which f(x)=42x2-6x is not continous.

Q: Write the augmented matrix as a system of equations 1 0 -2 100 0 1 1 150 1 300 y+ = Z

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Q: the numbers being multiplied. the product. shows the multiplication expression ty)

A: consider    x×a=36y×a=12z×a=54x×b=30y×b=10z×b=45 clearly we can say b is the 5 and a is 6

Q: consider a Ctosed Kectangutar box with a If base side is measured with evror at 2% and khe height is…

A: To find the percentage error in surface area and volume of the rectangular box .

Q: s+1) (a) L-1 4s2 +1 (b) L-1 s4 + s] (e) E{/ c{[e cos(r) dr.

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Q: The graph tipndormation of the grspn of the ధ్యాయండన వీ tunction. by Sha's left/Right How many unts?…

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Q: Q2/ Complete the following table to find the values a , b,c and s y A -1 2845 308 3162 S 1 3544 a b…

A: It should be 317 in the place of 308. Because (3162-2845)=317

Q: O Forthe Bernstein falynominte prove that こニ-x)()c-x) ヒニ。 6 prove tht the set A=, cosser gaCosnx isk…

A: 6. The Euler's formula can be stated as follows: eax=cosx+isinx

Q: Use the definition of the Laplace transform, L{f (t)} = | e-st f (t) dt to find the Laplace…

A: The given problem is to find the Laplace transform of the given unit step function with using the…

Q: Find the splitting field of x4 + x2 + 1 over Q also find its degree over Q.

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Q: e. Now let's generalize! Let x be the side length of the square that you cut out from each corner.…

A: (e) We know volume = length*breadth*height.  Here height = 1

Q: Suppose the function g is on the interval [a, b], and |g(x)|< B for all x E R. I) Prove that |g(x)?…

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

Q: Q3/ The value of k such that P2 (1) = 2.8, 2 4 of 1 2 Is

A: Lagrange interpolating polynomial for n=2 is:…

Q: a) Find the value of p such that the series 00 E(-1)2n+1 -1 is a 9-series nºp n=4 Answer: p = b)…

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Q: Al is at the point (0,6) and Bob is at the point (8,0). They are both running towards the origin. Al…

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Q: Let x(1) = c,cos(5 t) +c,sin(5 t) be a two-parameter family of solutions of the Let y =c,e*cos(5 x)…

A: To find which of the given option is correct, about the given differential equation :-

Q: Andre makes a trip to Mexico. He exchanges some dollars for pesos at a rate of $$20 pesos per…

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Q: Bess Leigh Walker used her credit card in January to purchase the following college supplies:…

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Q: We have a large tank initially containing 1, 200 gallons of pure water. We begin adding an…

A: As per the rule we are authorized to answer only 3 subparts So, providing the answer for the first…

Q: Find a Taylor series expansion around x = 1 for f(x) = 2/x2

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Q: Sumi Kato's savings account has a balance of $1292. After 12 years what will the amount of interest…

A: Compound interest formula

Q: Which sets are proper subsets of set A? A = {1, 3, 5, 7, 9} Select all that apply. O {1, 2, 3, 4}…

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Q: Let Rabed denote the covariant Riemann tensor. Prove the first and second Bianchi identities that is…

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Q: そ-f (xy)

A: Given,  if Z=f(x, y), and u=x-y,  v=x2-y2 To prove that                        ∂Z∂v=∂Z∂x+∂Z∂y2u…

Q: 1. Find the unique solution first-order boundary value problem 2ru, +4r u, +6u=-2zte u(0, y) =…

A: As per our guidelines we are supposed to solve only one question that is the first one.For the…

Q: Q3. If a constant number h of fish are harvested from a fishery per unit time, then a model for the…

A: we have to solve given differential equation with initial condition  and then use values of constant…

Q: OShow ghat the equation z%-52²+3=€ has no 2. on the imeginery anis ond poecisely Two Solu tons En…

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Q: Let P(R) be the space of polynomials of degree at most 2 and p(x), q(x) E P2(R) where p(a)-2, q(r) =…

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Q: – 4y = x4

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Q: 00 and bi liz =1 ニ 1 1 4 3 3 こ 16 16 Findd acu) and ce) with syodem of recucrens sceladianships)

A: the generating functions a(x) and b(x) with system of recurrent relationships

Q: 2. Consider the following system of two linear equations: 0.0003x1 + 1.566x2= 1.569 0.3454x -2.436x2…

A: Solution of the system of linear equations using Gauss elimination method

Q: A homeowner installed new kitchen cabinets and countertops for $6,000. He paid 20% down and financed…

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Q: A model for the height h (in feet) of a Ferris wheel car is h = 70 + 70 sin(4at), where t is the…

A: Given that   h=70 +70 sin(4(pi)t)

Q: ) Find the antiderivative of each function. (a) f(x) = 4/2_1 (b) g(x) = 3e + sec? (c) h(x) = 8 sin x…

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Q: Question Identify anymisrepresentation issues in the given graph. Select all that apply. 100 80 60…

A: To identify the misrepresentation of the above graph :-

Q: x' + y' – x = cos(t);x' + 2y' = 0; x(0) = y(u) = 0

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Q: -2 7 dx (d) 2 + cos (x)

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Q: Encrypt the word COURT using an alphabetic Caesar shift cipher that starts with a shift of 2 (A to…

A: We want to encrypt the word COURT

Q: Q3/ The value of k such that P2 (1) = 2.8, 2 |k 4 f 1 2 Is

A: Given are some values of x and f. Also, given P2(1)=2.8 First we calculate P2(x) using Lagrange…

Q: (x^2-х)у"-ху'+у-о

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Q: The volume of the solid enclosed above by p = 5 and below by ø = x16 is Select one or more: O a. (2…

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Q: Examine the convergence of the sequence an=sin2n/2n whose general term is (an) Find the limit with…

A: Given sequence is an=sin2n2n. We have to check convergence of the given sequence and then find the…

Q: wo Eigen values of the matrix e a ratio of 3:1 for p = 2. What e of p for which the Figen valu

A: Introduction:   Eigenvalues are a subset of scalars that are associated with a system of linear…

Q: Let S = {[" e Mzxzi a = d and b + c = 0} be a subspace of M2x2- Then the dimension of S is equal to:…

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Q: Q5. Use the method of undetermined coefficients to solve (a) y" +2y' + y = x²e¬ª. (b) у" — 2у/ + 5у…

A: We are entitled to solve only one question at a time. As the specified one is not mentioned, So we…

Q: Evaluate the integral: 3 I= S (³ + 6) [8 (t) + 135 (t – 1)] dt. . -1 Express your answer using three…

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Angles in Circles

Angles within a circle are feasible to create with the help of different properties of the circle such as radii, tangents, and chords. The radius is the distance from the center of the circle to the circumference of the circle. A tangent is a line made perpendicular to the radius through its endpoint placed on the circle as well as the line drawn at right angles to a tangent across the point of contact when the circle passes through the center of the circle. The chord is a line segment with its endpoints on the circle. A secant line or secant is the infinite extension of the chord.

Arcs in Circles

A circular arc is the arc of a circle formed by two distinct points. It is a section or segment of the circumference of a circle. A straight line passing through the center connecting the two distinct ends of the arc is termed a semi-circular arc.