Find T N, o$ B for the carve at the indiccted poinat r0=12,c号ど) (1,!,}) at 3. 3.

Q: The TrapZoidalrule for fdx = 5 and Midpointrule %3D fex) olx = 4 what value does Simp Sans rule give…

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Q: Find the firct derivatioves of the follwing: - 3 ) y= 3x-x -2 4) y: Jerx 2) y: Ji-7x 5) y = 2メ-3

A: ddxxn=nxn-1 ddxu(x)v(x)=v(x)ddx(u(x))-u(x)ddx(v(x))v(x)2

Q: The distance from (6,-5, 1) to yZ-plane is OA 6 /26 OC 1 O D. 62 OE 5 В.

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Q: What are the new coordinates of the point (-5, 25) under the dilation (x, y) - (2x, 2y)? O (-10,…

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

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Q: Find the length of the hyperbolic function y = cosh x from (0,1) to (8, cosh 8)

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Q: ind the length of the curve y=2020-8x^3/2, x ∈ (0,2). Giv

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Q: 2. use Bisection method to find root for equationf(x) = , in %3D intervals [1,7]

A: We have to find the approximation of the root of the function fx=1x-2 using the bisection method in…

Q: Suppose that (r, 0) describes the sailing speed, r, in knots, at an angle 0 to a wind blowing at 20…

A: To find the resultant speed

Q: Use Trapezodial Rule to find At using Jalue of n. n=8 4x2+4 Round all INtetumediate Ualues TO 3…

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Q: You are given a y=sqrt(36-x^2) curve that rotates about the x-axis. What is the area of the…

A: To find the surface area of rotation of the below curve about the x-axis. y=36−x2

Q: Find the length of the curve. 33 x = 11t°, y =,, 0sts 3 33 t on 0stsv3 is The length of the curve x…

A: Ans: The length of the curve is 77

Q: Aregular octagon

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Q: 3. What are the new coordinates of line segment AC if the triangle is dilated using a scale factor…

A: What are the new coordinates of line segment AC if the triangle is dilated using a scale factor of…

Q: Evaluate: x2dz using trapezoidal method with n = 10. Round off to 6 decimal places.

A: To evaluate using the trapezoidal rule with n=10.

Q: line that cuts x axis at -65 , then find all possible value of Y intersept of a line that passes…

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Q: Q. Use first principle rule and proue that secn tene if y = secx %3D

A: Note  your Question is wrong because right Question is  y=sec(x) then y' = sec(x)tan(x)

Q: The minimum value of n required to approximate xedx by composite Trapezoidal Rule with an error less…

A: The given integral is ∫02xe-xdx here b=2 , a=0 the error formula for the composite trapezoidal rule…

Q: కషిద్టి చవీ / tangent s lope rosin (20) when Jot 5 2) 653 3. not of the above

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Q: Finel for r=1-Sino

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Q: Find the distance between 4y + 3x = 4 and point (0, 5) O 3.4 O 3.2 O 2.8 3

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Q: function holomorphic in 2 except p in an open neighborhood of w, the

A: To prove, ∫Tf(z)dz=0

Q: za z = e

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Q: = Length X of Y using

A: Note- Since you have posted a question with multiple sub-parts, we will solve the first three…

Q: Suppose that we start at the origin in the xy-plane and take n unit steps (i.e., each step is of…

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Q: Vhat is the image of (-1, 3) after a dilation by a scale factor of 5 centered at he origin?

A: We have to find the image of (-1, 3) after a dilation by a scale factor of 5 centered at the origin.

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: AXYZ is isosceles with base YZ. If meX = 57°, what is mzY? Show work!

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Q: What is the length of the arc y = (2/3)(x2+1)3/2 over the interval [3,6]?

A: We need to compute the length of the arc of the given curve over the interval [3,6]

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: What are the new coordinates of the point (-14, -24) under the dilation (x, y) (0.5x, 0.5y)? O (-7,…

A: Given coordinate of point ( -14 , -24 ). dilation is , ( x , y )→ ( 0.5x , 0.5y )

Q: What are the new coordinates of the point (-10, 10) under the dilation (x, y) (4x, 4y)? O (40, 40) O…

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Q: expanded as odulus of x, the 1-e

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Q: Find the distance between 4y + 3x = 4 and point (0, 5) O 3.2 3 O 3.4 O 2.8

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Q: What are the new coordinates of the point (13, 28) under the dilation (x, y) → (7x, 7y)? O (91, 146)…

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Q: what solid is formed when a right triangle is rotated around a line containing one of its legs

A: When a right triangle is rotated around a line containing one of its legs, a cone is formed .

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

A: Hey, since there are multiple questions posted, we will answer first question. If you want any…

Q: How to use the trapezoidal rule to approximate distance travel?

A: The trapezoidal rule is used to estimate the area under the curve. The expression for the…

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

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Q: Find the image of the point (-2,4) under the compression with factor ½ in the y-direction. O (-1,2)…

A: The point is -2, 4To find the image of point under the compression with factor 12 in y-direction

Q: What is the number of derangements D4 of the set {1, 2, 3, 4}? (Give the exact

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Q: What are the new coordinates of the point (3, -4) under the dilation (x, y) (0.25x, 0.25y)? O (3,…

A: We have to find the new coordinates of the point (3,-4) under the dilation (x, y) ----> (0.25x,…

Q: Home plate on a baseball diamond has 3 right angles. What is the sum of the messure of  ∠x and  ∠y?

A: Find the sum of the measures of angle x and angle y.

Q: What are the new coordinates of the point (13, 28) under the dilation (x, y) - (7x, 7y)? O (101,…

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Q: OFind the aquahon of the Hangent to the at point Lircle X2 +8Xt PCI,3)

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

Q: How many subdivisions should be used in the trapezoidal rule to approximate S with an error whose…

A: Trapezoidal rule is an integarl used to approximate the area under the curve by dividing the area…

Q: What are the new coordinates of the point (18, 8) under the dilation (x, y) → (1.5x, 1.5y)? O (32,…

A: Given the co-ordinates (x,y)=(18,8)

Q: 6. y 45

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Set Theory

Every field in the present world involves a set. The theory of sets was developed by German mathematician Georg Cantor while working on the “problems of trigonometric series”.