Find X: 89° (5x -8) 51 (3x +4)°

Q: Determine r'(2) to the nearest tenth when r(x) 30e" Vr. %3D

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Q: t was the speed of the wind? What was the speed of the plane

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Q: Complete the equation. x- 7 arctan arccos %3D 7. 7 < x < 14

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Q: y = 7 cos5(5x – 8)

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Q: Find WX. 7. 230 Y Write your answer as an integer or as a decimal rounded to the nearest tent WX %3D

A: We have to find the of WX

Q: Find the value of x. 15 14 (Round to the nearest degree as needed.) A.

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Q: Y=4x?=Sx + Tx²+12x5 Degree: ending Cocfficient: Name: nd Behavior:

A: we have to find out

Q: in circle H, it MZDHG (11x-36) and m2GHF=D(x+12). find om G F

A: Solution of this question is

Q: Use the figure at the right. If JK= 6x+8 and NO = 13, what is the value of x? K x-0

A: Given- JK=6x+8 and NO=13 and the given figure, To find- The value of x. Concept Used- The medial…

Q: 9C +32, convert -85°C into degrees Fahrenheit. Using the formula F = - 85°C = OF -

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Q: In AYZX, m2Y=24°, m/X= 141°, x = 17 km Find y

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Q: Y-(92x²2x) (4x + 92x²) Find the dy

A: Product Rule of differentiation : du.vdx=udvdx+dudxv. dxndx=n.xn-1

Q: y''+4y=-2, y(pi/8)=1/2, y'(pi/8)=2

A: Given,y"+4y=-2yπ8=12y'π8=2

Q: D. LQPR SPR and QP SP

A: Given that: Diagram:

Q: Find tan a. V[?] r (V5, -v7)

A: GIVEN: A figure is given

Q: What is mLSQR? P. S. 2x 3х m ZPQR = 80° %3D MZSQR equation: %3D

A: Given that angle PQR = 80 degree.

Q: Q3 tind the Value of Sec3

A: The given expression,sin2sec-13+sincos-123

Q: cos2xdx- /4 dxBlank 1 Blank 1 Add your answer

A: We have to solve the integration.

Q: Find tan a. V[ ? (V5, -/7)

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Q: C 90° a. ih n3D3cm1 m%3D12cm the approximate

A: Solving question by using pythogorus  theorem

Q: Use rectangle MNOP to find the following values. PR=2x-1, MO3D5X-11 M R. P. X= Мо-

A: Given Data: The length of PR is: PR=2x-1 ......(1) The length of MO is: MO=5x-11 ......(2) The…

Q: fa)= 12-6x+9x² Degree: eading Coet Name: ficient: End Behavior :

A: Given functionf(x)=12-6x+9x2

Q: Hp()=D3x -4 and ryr) =2x=5x+1, fincl each Vaule. %3D

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Q: QR | PS. Find PQ. 24 23 46 PQ %3D R.

A: Side Splitter Theorem : If a line is parallel to a side of a triangle and intersects the other two…

Q: Find the domain

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Q: Fill in the blank so that the following equation is true: æ dzdyda = 4

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Q: 6. t y is on alombing stoke. Calculo te

A: Markov chain on states {1,2,3,4} with generator Q  Q = -11/21/201/4-1/201/41/60-1/31/60000   1 2…

Q: Find the poles. бх — 7 y = x2 + 8 x + 7 2

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Q: + 5e"| dx = +C

A: The given integral is ∫2x+5exdx

Q: Find -5x(2x2 – 13)° dx. Enter your answer as an exact fraction if necessary.

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Q: 9C Using the formula F: + 32, convert - 150°C into degrees Fahrenheit. - 150°C = OF - %3D

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Q: Express your answer in terms of pi (t). -10cm-

A: I have given an answer in step 2.

Q: D dx = 4x + C

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Q: Solve for t. (Enter your answers as a comma- 900(1.01) = 1,200 t =

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Q: Find the length of segment QW

A: Given,

Q: Pi: find dif fCxy2) = メy ye! Jydx メ々 会

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Q: Find + 7a +3 dæ + C

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Q: Find the reciprocal of 2. 2.

A: we have to find the reciprocal of 22-2i2

Q: dx = 4x +C

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Q: A = 41°, ZBDC = 53°, AB = 17 and DB = 14, find x, then y. (Round each answer to one decimal place.)…

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Q: 2pi "pi 2p y =

A: Given the graph of the function it is required to find the function.

Q: Solve. Separate your answers with a comma. z + 7| = 6

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Q: image is shown. 12 2x + 2 B M 5x – 1 21

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Q: What is the area of the oil slick when t = 12 ? %3D When will the area of the slick be 6000 square…

A: Given, Radius is given by the equation  r = 20 +10t  Where t is in hours and r is in meters   We…

Q: cos (x³). vhere needed.) C0).

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Q: In the diagram, AB and BCare both tangent to P Determine the value of æ. A. A 2x+ 7 31

A: To find the value of x.

Q: Solve for x using the figure to the right. 35

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Q: Y 12 5 X 13 Find mZX

A: From the basics of trigonometry; Adjacent is adjacent to the angle, Opposite is opposite the…

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.