Class Number OF Students Number DE boundary Kilograms 56- 59 52 -55 48-51 44- 47 4 40-43 %3D %3D

Q: A particle moves along a horizontal line starting from rest at point O. The graph of displacement…

A:

Q: Volume about x = -1, y = √x, y = 1 (248/9) π cu units (1372/9) π cu units (26/3) π cu units (23/14)…

A: Volume

Q: The students' teacher has a video camera, which is not available for use in thne experimental…

A: Given,

Q: differentia They are homogeneous differentia I equations of first order and first degree y fe- Lydx…

A:

Q: Write facts about ; a. Linear fuction b. Graphs of Linear fuction

A:

Q: y 1.0- 0.8- 0.6+ 0.4+ \0.2+ -2 -1 2 -0.2 The regions bounded by the graphs of y = and y = sin'z are…

A:

Q: Indepen-dent Variable Depen-dent Variable Equation Order Degree z(iv) + z" = -y y' + ay = bt f" + f'…

A: We have to identify the independent variable , dependent variable, order and degree of the given…

Q: Inequality 1: y Y plot switch shade Inequality 2: y 2Y plot switch shade

A:

Q: radius r of the 43 Window area A rectangular window measures 54 inches by 24 inches. There is a…

A:

Q: SOLUE USING LAPLACE TRANSTORMS y" - coy" + By' - 2car St i y(o) = -1, Y'(0) = 2

A: Given y'''-6y''+8y'=2cos5t, y0=-1, y'0=2

Q: Recurenence trelation - 15 an-2 + 4"/4 an Ban-1 %3D with boundary = -3 Conditions do as and above…

A: The given recurrence relation is an=8an-1-15an-2+4n4 with a0=-3 and a1=2.

Q: Depreciation Based on data obtained from the Kelley Blue Book, the value V of a Ford Focus that is t…

A:

Q: Area Find the area of the largest rectangle that can be inscribed under the curve y = e¯x² in the…

A: The area of a rectangle is given by the expression A=lw, where l is the length of the rectangle and…

Q: BASIC PROPERTIES OF INTEGRATION THTEGRATG THE FOILOWING stan2% Sec' 2xdx 2. 7) ァメuIS× COSX

A:

Q: Mining for crystals is a hobby for some, and even a profession for many. Both amateur and…

A: Given: Precious, semi-precious, and unverified respectively, 12%, 26%, and 23% of them are formed at…

Q: Fina the Une area the yメ」Cる」5) curve CULF C3,5) dA= xax

A:

Q: GRAPHING MOTION (AREA) 1. In which section(s) is the cart accelerating? (a-b,b-c,c-d,d-e,e-f,f-g) 60…

A: A) From the equation of motion in kinematics d = ut + 12at2 Clearly, the equation involves quadratic…

Q: dw 6w-2-9w2

A:

Q: Vydy va-y Let y = asin²0 а-у

A: Given data are: ∫ydya-y, Let y=asin2θ Solve the above integration by substitution and find the…

Q: density given by, 1, 0< f(r, y) = 0, othe predictor g(x) 0.5 fulfills the first population mome…

A: *Answer:

Q: Frequency Lower Boundary Class <cf Interval (f) 51 - 60 5 50.5 30 41 50 40.5 25 31 - 40 30.5 19 21 -…

A:

Q: Tential eauation system ransform theor em + X - 4セ+キ %3D

A:

Q: cients type and homogeneity. State the in no 2. azu(x.y) azu(x.y) 4. – 0, ax2 ду?

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

Q: cost dt is a solution of the first- Vt (ii). Show that the function y = Vx Jª dy order ODE 2x dx I…

A: The given problem is to show that the given function y is the solution to the given ordinary…

Q: (u² + v²)%½

A: We need to determine the homogeneity and degree of the given function. The given function is u2+v232…

Q: Calculus 11th Edition - Ron Larson Chapter 3.9 - Differentials Find the tangent line approximationT…

A: To determine the tangent line approximation.

Q: NTEGRAL CALCULUS: WALLI'S FORMULA Show complete solution

A:

Q: x y -2 -1 -1 0.5 0 0 1 0.5 2 -1 3 -13.5 4 -52 Find the quartic function that is the best fit for…

A: Given data: x -2 -1 0 1 2 3 4 y -1 0.5 0 0.5 -1 -13.5 -52

Q: SINESS STATISTICS I - Spring21 stion A variable that can take on a finite and countable number of…

A: Here variable is finite and countable.

Q: Solve eauation. Partial differentral the fallowing (Dx -Dy-1) (Da -Dy -2) u = sin (2x13y)

A: The given partial differential equation(pde) is a non-homogenous linear pde of order 2. Consider the…

Q: Weights(kilo)                        No. of Students 45 – 49…

A: Solutions: 1) The upper limit of the second class is  54 2) The lower limit of the fourth class is…

Q: atrix A-1

A:

Q: •2 II| 2+z² - xy) dz dx dy 0, -1

A: Given triple integral is: We have to find the value of this integral.

Q: pdf of Y = X². 5.1-4. Let X have the pdf f(r) df of Y = X? xe-2, 0 < x < x. %3D

A:

Q: (a) State the Intermediate Value Theorem.

A:

Q: Partial Review for Test 3 I. Study the WebAssign homework questions for Sections 14.6, 14.7, and…

A:

Q: 3 (y5 – x²e) dx dy -1--3

A: ∫-12∫-33y5-x2ey dx dy

Q: Marginal Revenue The demand function for a certain boat company's 34 ft Sundancer yacht is p 900…

A: Consider the given demand function where x and p are the number of yachts and price per yacht…

Q: Orthogonal Trajectories 1. The Cissoids u*=_x3 9-X (x? ty?)? =Cl2x? +y°)

A:

Q: 9- Changing dimensions in a box The lengths a, b, and c of the edges of a rectangular box are…

A:

Q: Transformation #1: Translation (x-5, y-0) Image Trandation (-6. y-8) Original Figure C

A: Topic -transformation of graph

Q: Marginal Revenue The management of Ditton Industries has determined th R'(x) is measured in…

A: According to our guidelines, In case of multiple questions we are supposed to answer the first…

Q: regression preser regressioH Yi=b1+b3X3i+ ei represent model 2. if model 2 is the correct model and…

A: In regression analysis, the regression model with minimum variables that explain maximum variability…

Q: ind and classify the equilibria for y'= (y- 1)(y – 2)y. The initial

A:

Q: Factorial design 2K (use MINITAB) pany has had problems with the viscosity of a certain chocolate…

A: *Answer:

Q: pollution source. The distances and the average pollution are given in the table below: Distance to…

A: Given: The data is as follows x y 2 11.5 4 10.2 6 10.3 8 9.68 10 9.32

Q: Class nterval 70-76 63-69 56-62 Frequency (1) 15 157 304 Lower Boundary (LB) A Class Mark (X) B

A: The given data is class interval Frequency 70-76 15 63-69 157 56-62 304 49-55 508…

Q: Volume in One 5-s vespī e model O. 1729 t +o O小tいm t is the imate the Qu

A:

Vertices Of An Ellipse

In the study of the conic section of the geometry, An ellipse is a plane curve surrounding two focal points, or foci where the set of all locus of points in the plane has their sum of the distances to the two foci is constant. On the ellipse curve, it is the intersection point of the main axis. In an ellipse graph, the center of the axis is the midpoint of the line segment connecting the foci. The major axis is the line section that runs through the ellipse's foci, while the minor axis runs through the middle and is perpendicular to the major axis.. The ellipse has two endpoints on the major axis which are known as the vertices (in plural), vertex in the singular. The equation of the major axis is 2a, the equation of the minor is 2b and the distance between the major axis and minor axis is 2c. The semi-major axis has a length of a and the semi-minor axis has a length of b. The ellipse's vertices are determined by the elliptical orbit's equation and graph.