Find the value of a so that the work done by the force ♬ = (y² + 1)₁ + (x + y)ĝ in moving from (0,0) to (1,0) along the curve y = ax(1 - x) is a minimum. 5 19 At α = 2 where W min or 15 8 15 are both wrong! O Fractions please:)
Q: why do you square 3.02x10^-4
A:
Q: pleasde help thank you
A:
Q: Please show all steps
A: Question: find the closest point.......
Q: Please help me with these questions. I am having trouble understanding what to do. Th
A:
Q: 4 3 2 1 -5-4-3-2-1 - -2 -3 2 3 4 -4 -5 Use the graph of f(x) above to estimate the value of f'(-3)…
A: Step 1: Step 2: Step 3: Step 4:
Q: you would first shift the graph of f(x)=x to the right by 1 unit, and then shift it downwards by 3…
A: Step 1: Plot the graph of the original function f(x)=x. Step 2: Shift to the right by 1 unit.So,The…
Q: Type here to search 4. Submit answer Practice similar Consider the integral 7 4 [² + (2x2 +3x+5) dx…
A: Ans right endpoints:Ans left endpoints:
Q: #5 , 1 Please help me solve this Calculus problem. Thank you. The instructions are: Find the…
A: Step 1:
Q: Pls help asap. pls show all work and steps.
A:
Q: For the function f(x, y) = sin³ (3x — 5y) find - af af and дх ду
A: Given the function f(x,y)=sin8(3x−5y), we need to find the partial derivatives ∂x∂f and ∂y∂f. 1.…
Q: Correct answer it
A: Step 1: In order to write the polynomial equation, first we need to determine the x-intercepts (the…
Q: hello! why 3 and 4?
A: The problem is asking us to find the values of a and b that make the function f(x) continuous. A…
Q: 1 8. Approximate³ dx using Simpson's Rule with n = 8. Although you will use a calculator to…
A: 1. Verification of the formula:Simpson's Rule for n = 8 subdivisions is correct:∫ₐᵇ f(x)dx ≈…
Q: Question 3 1 pts Using differentials, or any other linear approximation, the percent relative error…
A: The remaining options are incorrect because they do not match the actual percent relative error in…
Q: Answers
A: 4. A standard parabola y=x2 has a vertex at the origin (0,0) and opens upwards. In order to shift…
Q: Let f RR be defined by f(x)=x+√√1-x. Use the definition of limit to prove that lim f(x) = 1. x→1-
A:
Q: This is one of the problems from the review packet I recieved in means of studying for my first unit…
A: If you have any problem let me know in comment box thank you.
Q: Give the domain of the function 1 r(t) = <t. t
A: Step 1: Step 2: Step 3: Step 4:
Q: (d) I = √2xy ds_where c is defined by the parametric equations x = 4 cos 0, y = 4 sin 0 between 0 =…
A: Step 1:The given integral is:I=∫C2xydswhere the curve C is defined by the parametric equations…
Q: Find the general solution
A:
Q: please solve this problem step by step and as soon as possible
A: The given function is: f(x)=2+sin2(x),0≤x≤πThe problem asks for the detailed analysis and solution…
Q: Which set up is most useful in evaluating the integral √n-cos -cos (3x)] cos(3x)dx -cos (3x)]…
A:
Q: This is for part of a practice packet to study for my exam #1! please help!
A:
Q: %60 : (G) 2√18+4√√2 (H) 5√27-4√12 (I) √32(2u²v³)º (1) (24) 2 (K) √64m6n3z9 (M) (-1) (N) 364x3 27y6…
A:
Q: Is F1 = (yz + e^x−y)i + (xz − e^x−y)j + xy k a conservative vector field? If so, give itspotential…
A: A vector field F is conservative if its curl is zero. The curl of a vector field F = P(x, y, z)i +…
Q: Using the Lagrange interpolating polynomial with n = 3 find the interpolating polynomial for u(x) x…
A:
Q: 5. Using the geometric relations given below and the chair rule for differentiation, show that მ =…
A: Analyzing Blood Pressure in Different SpeciesNormal Blood Pressure (mmHg):Mouse: 120/80…
Q: Let f(x)= x sin(1/x4)e−1/x2 and g(x)= e−1/x2 .Using the familiar properties of these functions,…
A: Why the results are surprising but not in conflict with Theorem 5.3.6.1 The results may seem…
Q: Given the following hypothesis test for tire life having a normal population distribution: H : u =…
A: Step 1: Step 2: Step 3: Step 4:
Q: Solve for these, it is a .001 not a 0.01
A:
Q: Approximate x4. dx using Simpson's Rule with n = 8. Although you will use a calculator to calculate…
A: 1. Verification of the formula:Simpson's Rule for n = 8 subdivisions is correct:∫ₐᵇ f(x)dx ≈…
Q: eview View Tell me > T AaBbCcDdEe AaBbCcDdEe |AaBbCcDdEe Normal No Spacing Table Paragr... Heading 1…
A:
Q: Solve and show formulas
A: Centroid of the region bounded by the curve y=4−x2 and the x-axis. The formula for the coordinates…
Q: Ar ax lim x-x lim x-x lim x-x 63-3x+29 cx 60-29 ax60-3x+29 cx63-29 ах 63-3x+29 cx63-29 сх Ar
A: Step 1:Step 2:Properties:0">limx→−∞xba=0,b>00">limx→−∞xb=−∞,b>0
Q: 6.. 1 xnx dx
A: Step 1:Step 2: Step 3: Step 4:
Q: ources 9. Submit answer Practice similar Consider the function I if x 1 f(x) = 1 if x > 1 Evaluate…
A: The problem is asking us to evaluate the definite integral of a piecewise function. The function is…
Q: You receive the following prescription for the treatment of severe diarrhea associated with…
A: Detailed Breakdown of Solutions:(A) Morphine Content in Opium Tincture:1. Convert grains to…
Q: Question 1 Let A, B, and C be the limits of sin(3x² + 3y²) 3x²+5y² as (x, y) approaches (0,0) along…
A:
Q: 13-14 For each scatter plot, decide what type of function you might choose as a model for the data.…
A: First, we create a scatter plot for each set of data. By observing the scatter plot, we can…
Q: #5, 25 Please help me with this Calculus problem. Thank you. The question is shown in the attched…
A: See the attachment below for the solution of the problem.
Q: Find the arc length of the graph of the function over the indicated interval. y 1 = 23 √(x² + 1) ³/2…
A: Solve the integral: This integral is solvable either through substitution or using numerical…
Q: please help thank you a lot
A:
Q: Answer these two questions, please show work it would be greatly appreciated
A: Solution: 1To find the sides and angles of the triangle determined by the points…
Q: At least one of the answers above is NOT correct. Consider the line L(t) = (2t 5, 2t -3, -5 -2t).…
A:
Q: Use Laplace transforms to solve the initial value problems in Problems 1 through 16.
A: Refer to the attachments for solutions.
Q: Please explain if posible.
A: Answer 7.Step 1: The given curve equation is y=x×(3+bx2)Differentiate using the Product Rule which…
Q: (A) (30%) Reparameterize the curve r(t) in Question 1 by the arclength starting at t == L |_ S =…
A: First, we break down the problem step by step.
Q: Show to how solve this step by step. The correct answer is given. Please show how to get to this…
A:
Q: If ƒ (z) = Re(z)+Im(z) holomorphic at z = your answer. 0? Make sure to fully justify
A: We determine whether f(z) = Re(z) + Im(z) is holomorphic at z = 0 by examining if it satisfies the…
Q: 0 5. χ √√ x³ sin dx = S: x3 3x² sin x X2 -2 cos 6x -4 sin X 8 cos x 16 sin NIX
A: If you have any problem let me know in comment section thank you.
I only accept full handwritten solution please THANK YOU
Step by step
Solved in 2 steps with 2 images
- Please Don't Provide Handwritten Solution...Find the work done by F (given below) when moving the particle CCW around T once. T is the triangle with points (2,2), (0,0), and (2,0). F(x,y) = sinx i + x^2y^3 j. Show this done using green's theorem and w/o Green's theorem1. Let R and b be positive constants. The vector function r(t) = (R cost, R sint, bt) traces out a helix that goes up and down the z-axis. a) Find the arclength function s(t) that gives the length of the helix from t = 0 to any other t. b) Reparametrize the helix so that it has a derivative whose magnitude is always equal to 1. c) Set R = b = 1. Compute T, Ñ, and B for the helix at the point (√2/2,√2/2, π/4).
- 5. Let C be the portion of the parabola y = x², oriented from the starting point (0, 0) towards the end point (3,9). Find the unit tangent vector T and the unit normal vector n to C at the point (1, 1).Please type only the answers. Do not handwritten. Thank you!Evaluate √(2² + yz sin(xyz))dx+(y²+xz sin(xyz))dy+(x+xysin(xyz))dz where C is the curve following the outline for the triangle from (1,0,0) to (0,1,0) to (0, 0, 1) and back to (1,0,0).
- Consider the curve C with parametrisation where t E R. r(t) = = cos(5t) cosh(t) i+ sin(5t) cosh(t) -j+tanh(t)k, (a) Show that C lies on the surface of the sphere described by the equation x² + y² + z² = 1. (b) Find the vector equation of the line L that is tangent to C at the point r(0).Consider the following statements about the surface of the equation z =2x / (ln (y) +1) - (y + 1) / xand the point P (−2, 1) in its domain:I. The value of the least directional derivative of z at point P is −√106. II. The directional derivative of z at point P is maximum if it is calculated in the direction of the vector w = (2, 5).III. There is no direction from P such that the directional derivative of z computed in suchaddress as a result of −6.Of the above statements are TRUE: A) Only the I.B) Only III.C) None.D) Only II.Q8..