0,change from poler to Cartesian Co-ovdinate VE-2- COSE9

Q: 1Triangte with points (2.0-0-and R(or2-)find 2-Area of the ttiongle?

A: Given:  Triangle with points P1, -1, 2, Q2, 0, -1 and R0, 2, 1 is given. To Find:  1 Area of the…

Q: When rotated about the x -axis or about the y -axis, some of the rectangles shown in the coordinate…

A: We know that rotating a rectangle around x and y axis will create a cylinder. We will write height…

Q: -2yater 1- 2x cot2x 2CSC 2X %3D %3D

A: Solution-

Q: ALMN, S is the centroid. If SQ=22 find LS.

A: Here we have been given the measurement of SQ = 22 and S is the centroid.

Q: A The roots of Characteristic equetion f oreler, lineor homopeneous-equation with constant…

A:

Q: A solid of sphere of radius 15 cm melted and recast into solid right cones,each of radius 2.5 cm and…

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Q: Construct the bisector of XY.

A: According to our guidelines we can answer only first question . Kindly re-post other questions . (1)…

Q: Give two different parametrizations of the line through (4, 1) withslope 2.

A: Solution:GivenA point(4,1) with slope 2Formula:Equation of the line at (x1,y1)y-y1=m(x-x1)

Q: Find the orthogonal trajectories of family of hyperbola with center at the original and the length…

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Q: Where an Interior point Exists?

A: Interior point: Let S⊆ℝn.  A point a∈ℝn is said to be an Interior Point of S if there exists an…

Q: please solve this question

A:

Q: find the length of the latus rectum of the curve rsin^2x=cosx

A: rsin2x=cosxLet us change into cartesian coordinates uvPut u=rcosx and v=rsinxr×v2r2=urv2=uThis is…

Q: Find the area of the ellipse x^2+14 x y+245 y^2=4 by using a suitable transformation that maps to…

A: Given equation is, x2+14xy+245y2=4 The equation can be written as,…

Q: he segment AB by a scale factor of using point C as a center of dilation. Cons figure on the…

A: Please refer to the image below

Q: Eight identical balls were placed inside a cubical box of side 84 such that every ball is in contact…

A:

Q: Evaluate A = Se-* dx þy trapezoidal rule with n= 10. Work for 6 digit

A: Mathematically the derivative of a function is defined as f'(x)=limh→0f(x+h)-f(x)h. According to the…

Q: Find an arc-length parametrization of the line passing through (1, 0, 1) and (1, 2, 3). Upload an…

A:

Q: Find a parametrization of the circle of radius 5 parallel to the yz-plane with center (-1, 4, 6).

A: The general form of a parametrization of the circle of radius r parallel to yz-plane with center…

Q: Differentiate, and make sure to show all your work: y = exin(2z) %3D

A: The given question is taken from the derivative of the function in which we have to find the…

Q: Use the trapezoidal rule with n = 8 to approximate

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Q: What is a ring-shaped object that is bounded by two concentric circles? O radius

A: What is the ring shaped object bounded by two concentric circle

Q: Tind he latance from the pomt (-2, 4) to tu plane 37+2y4 6E5

A: Given a point (1, -2, 4) and a plane 3x + 2y + 6z = 5

Q: Qend Jamain of functon

A:

Q: Find the lateral surface area of the cone generated by revolving the line segment 5x-8y+40=0 about…

A: Find lateral surface area.

Q: 2. By changing to cylindrical coordinate, evaluate So 1-x²1542x² dzdydx

A: Introduction: Sometimes, a triple integral given in the rectangular coordinate system is very…

Q: What is the height of a right circular cone having a slant height of √(10x) and a base diameter of…

A: A cone is a three-dimensional shape. The slant height of a right circular cone can be calculated…

Q: Find the arclength of y = 2x /2 on 1 < ¤ < 3 2x3/2 uostion

A: given that y=2x3/2. we need to find the arc length in the interval [1,3] the arc length formulae is…

Q: What is the maximum area of atriangle which is in scribed in acircle of radius 4cm and one of its…

A:

Q: Below A JKL was rotated 270 counterclockwise about point J to create AJ'K'L What would be rule that…

A: Given:

Q: Does the product of inversion in the circle of radius 1 centered at the origin with inversion in the…

A: Does the product of inversion in the circle of radius 1 centered at the origin with inversion in the…

Q: A bridge was built in the shape of a semi-elliptical arch, with span of 210 feet and maximal height…

A: Given that a bridge which is in semi-elliptical shape and span of 210 feet and maximum height 75…

Q: 11. Center at (2, 3), radius 4

A:

Q: 5, find dt when r = 3. dt Let A be the area of a circle with radius r. If %3D %3D

A:

Q: Find the surface area of the cone frustum generated by revolving the line segment y = 4 1 over 1 < x…

A:

Q: (4) Find the -periockic points and detorimme their sta. stakliny of hu)=EX %3D

A: 4) Given: h(x)=1-x3x+1 Determine the periodic point by substituting h(x)=x.…

Q: iate by contour integrat:

A: ∫0∞ dx1+x2

Q: Determine the area of the right half of the cardioid formed by r = 7 +6 sine 14 12 10 8 6 4 -2 -4…

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Q: parametrically

A:

Q: ) three students have ordered a 14 m pizza. Instead of sliung it in the tradi Hional wall, they…

A: (c) is correct Three students have ordered a 14 inches pizza. They sliced the pizza by parallel…

Q: yepriate trigonomic subititution to rewrite the intya) U se in the form E sec'e de

A:

Q: Find a parameterization for a circle of radius 4 with center (-4,4,-6) in a plane parallel to the yz…

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Q: Draw the left and front vlews of the solid below. Left Front

A: Solid shapes are nothing but solids that consist of 3 dimensions, namely length, breadth, and…

Q: The roof of a tunnel is a semi-deck, if the tunnel is 100 m wide and the maximum height from floor…

A:

Q: Sketch the triangle with vertices O,P = (4,0, 2) and Q = (4, 3,0) and compute its area products.…

A: To find the area of triangle

Q: Find the gardientoff at the indicatedpoint. %3D

A: Given,

Q: Use either a computer algebra system or a table ofintegrals to find the exact length of the arc of…

A:

Q: Calculate [image] by  i) Repeated Trapezoidal Rule using 4 divisions of the interval [1, 4]. ii)…

A:

Q: to evaluate the line 12) Use Gren's Theorem integead along the posticy orientrch curre Jxy²dx…

A:

Q: A railroad rail is I kilometer long and it expands on a hot day 10 centimeters in length.…

A: To find the height of the centre of the rail rise above the ground.

Q: What coordinate system is suggested if the integrand of a tripleintegral involves x2 + y2?

A: Given: The integrand of a triple integral involves x2 + y2

Coordinate Geometry

Coordinate geometry, also known as analytic geometry or Cartesian geometry in classical mathematics, is a type of geometry that is studied using a coordinate system. Coordinate geometry is a branch of mathematics that describes the position of points on a plane using an ordered pair of numbers called coordinates.