find the root of the equation  f(x)= -x/2 + sinx =0 using bisection method in the interval [1,3] correct to 4 decimal places.

Q: Consider the expression VP(1, 2) Select all the statements that are true (a) This represents the flu...

A: consider the expressions ∇P1,2 it represents pressure gradient (1) it  has S.I unit pressure per met...

Q: (b) Suppose f: A → B and g: B → C. Show that if g o ƒ is one-to-one, then f is one-to-one.

A: According  to guidelines  we solve one question.

Q: Find an equation of the surface of revolution by revolving the plane curve 3y = v(9- [(x-1)] ^2 ) ab...

A:

Q: Mary is playing a game where she flips a coin with probability of head = p. She wins $1 if the coins...

A:

Q: 8731ess d/s ution within a metalplat modelled by,given sy stem f20x1x2)-2(x2-21)4 Sin cax2) - Sin(ax...

A: We will use the Modified Newton-Raphson method for multivariate functions to answer this question to...

Q: Which of the following is the probability distribution of a discreet random variable A: Sum of two n...

A: Option. D is the correct answer

Q: (a) Prove that if > ak converges absolutely and (bk) is a subsequence of (ar) then ) bk also k=1 k=1...

A:

Q: Xp X,2s>

A: We have to evaluate the definite integral ∫csc6xdx or antiderivative of  csc6x. As per the definitio...

Q: The production function for a firm is p(x, y) = 96x"y"", where x and y are the number of units of la...

A: P(x,y)=96x34.y14 Labor cost =$144 Capital cost =$1875 cost =144x+1875y  

Q: Consider the argument below: "If you complete your computer training, then you can be eligible to wo...

A:

Q: Let ƒ be differentiable on R. Suppose that f'(x) # 0 for every 2. Prove that ƒ has at most one real ...

A: Given that  f be differentiable on ℝ and f'(x)≠0 for every x. We want to prove that f has at most on...

Q: Mary secured a 6-year car lease at 5.90% compounded annually that required her to make payments of $...

A:

Q: Prove that the sequence ((-1)")=1 does not converge to any number.

A: Solution :- The given sequence is                          {  an }   =   { (-1)n}  then , we have to...

Q: Testing for Linear Independence In Exercises 41-48, determine whether the set of vectors in P, is li...

A:

Q: The integrating factor to the linear differential equation x(x? +1)y' +2y = (x² +1)³is: x? a. x2 +1 ...

A: Divide the given differential equation by xx2+1 to write it in the standard form. y'+2xx2+1=x2+13xx2...

Q: QUESTION 1 Simplify the expression q p ^ q) to include no implications. State each law that you use....

A:

Q: actor for the differential equation

A:

Q: Given Sin(A) = 3/5 with 0º < A < 90º and cos(B) = 4/5 with 270º < B < 360º, which expression gives t...

A: Given- Given sinA = 35 with 0° &lt; A &lt; 90° and cosB = 45 with 270° &lt; B &lt; 360° To find- Whi...

Q: Q2. The differential equation +p(x)y+q(x)y² = r(x) is known as Riccati's equation. If one dæ particu...

A:

Q: Use the exponential equation below to answer part A, part B, in part c 35^x=8 Part A: explain the ...

A: Let us consider the equation ax=b Taking logarithmic on both sides  Using the property of logarithm...

Q: 'a. Prove P, Q→R, P →Q FR b. Prove "P →(Q→R), ~P, Q FR C. Prove "P →~Q, ~~~p FQ

A:

Q: (- 25х3 + 3х — 5) - (5х2—4х + 2) Find the quotient and the remainder :

A:

Q: Let S be the solid with base given by the triangle in the ry-plane with vertices (0,0), (1,0), (0,3)...

A: The complete solutions are given below

Q: Question 2 Game Pictionary Chess Trivial Pursuit MONOPOLY Balderdash Other A survey of favourite gam...

A: We can draw this diagram using given information

Q: Spanning Sets In Exercises 9–18, determine whether the set S spans R. If the set does not span R?, t...

A:

Q: Linear Combinations In Exercises 1-4, write each vector as a linear combination of the vectors in S ...

A:

Q: irst and la= 2] 2 then X

A:

Q: For each of the following, give an example of a sequence with that property and justify why it does ...

A:

Q: Using summation notation, prove the Lagrange's identity: (Ã × B) · (Č × D) = (Ā · Ĉ)(B · D) – (Ā · D...

A: Given: Let us prove the given Lagrange's identity  A→×B→·C→×D→=A→·C→·B→·D→-A→·D→·B→·C→ using summati...

Q: a) 2x² + 3x + 5 = 0 -4 b) 4 and 2j13 c) 4t? - 5t + 7 = 0

A: a) Given 2x2+3x+5 = 0⇒x = -3±9-404          = -3±-314       = -34±314jHencex = -34+314j,  x = -34-31...

Q: 1. What is the derivative of f(x) x2 - 8x + 12 when you illustrate using tangent? dy/dx=2x+8 dy/dx=2...

A: Derivative of the function

Q: Find the Laplace transform of the following: 3. f(t) = cosh(3t)

A:

Q: Question 1 of 4 Assume that we have 6 manifest variables and 3 factors. The communality of F3 on var...

A: Given: Let us determine the communality of F3 on variable Z4 from the given following, A.γ234 B.γ34 ...

Q: 2. f(t) = t3

A:

Q: Let W be a subspace spanned by the u's, an

A: Given, W be a subspace spanned by u's, and write y as the sum of a vector in W and a vector orthogon...

Q: Solve the pollowing: り ( 2+J(xtjy) X=? ye! (b) (2+j)(3-j2) = a+jb a:? b:? (C) (メ-j2y) -(y-jx)-2j x=?...

A:

Q: 0.8-0.3x Determine the real root of f (x) = correct to three decimal places by using the: (i) bisect...

A: The root of the equation: f(x)=0 lies in the interval: a, b, if fafb&lt;0. The bisection method uses...

Q: Which of the following statements is TRUE regarding the function f(x) = log2 (x + 4) + 3? There is a...

A: Horizontal asymptote  of a function is a line y=k that tells the behavior of the function at the edg...

Q: QUESTION 7 Write the form of the following argument, and prove that following is a valid argument fo...

A:

Q: Problem 1 47 4 Plot the point (cos - ). sin on the unit circle. 3 3

A: cos4π3=cosπ+π3=-cosπ3=-32sin4π3=-sinπ3=-12 Now, we will plot -32,-12=-0.866,-0.5  

Q: Write in listing or roster form. N = ( x|x is a positive integer and is a divisor of 18) Choices: ...

A:

Q: Calculate the surface areas of the following and draw and label the dimensions: a. Triangle b. Trape...

A: We are only allowed to solve up to three sub-parts. So, we will answer only the first three subparts...

Q: UFind y as a function of t if 2y" – 14y' + 14y = 0, y(0) = 8, y'(0) = 5. y(t) Note: This problem can...

A:

Q: v) Fimd Find y as a function of t if 4y" + 36y' + 83y = 0, y(0) = 4, y' (0) = 8. y = Note: This prob...

A:

Q: 1) Test whether the following differential equations are exact and solve those that are. 5.30. (y si...

A: As per our guidelines, we are supposed to solve only first question. Kindly repost other question as...

Q: Spanning Sets In Exercises 9-18, determine whether the set S spans R. If the set does not span R, th...

A:

Q: Find a continuous solution satisfying the differential equation and the given initial condition. dy ...

A:

Q: Find the determinant by row reduction to echelon form.

A: Given,          -5-55-6-55-235

Q: A number of matrices are defined as [4 5] [A] = |1 2 l5 6] [4 3 71 [B] = |1 2 6 l2 0 4] Perform the ...

A:

Q: sec x-tanx lim X→- 2 2 х2+sin 3x lim х-0 2х+tan 2x

A: Let us consider limit of the function L=limx→af(x)g(x) On applying the limits of the  00 form then a...

Limits

When it comes to calculus, limits are considered to be a very important topic of discussion. The main importance of limit lies in expressing the value of a function as it gets closer to a certain value. Also, limits can help you to understand other topics, such as continuity and differentiability better. In a broader sense, every calculus notion is a limit. Other branches of calculus have also been derived from limits.