R 1. If OR 1 PQ at S, mLP = 30 and PO : 12 cm, Find PQ. %3D %3D

Q: Evaluate J by means of Simpson's rule with n = 2m = 20 and h = 0.05: 1` = exp(-x²)dx Note that this…

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Q: find area between t =- 1.5 and t = 1.5  take df = 17

A: We have to find out given area between -1.5 and 1.5

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A: we have to Find  area to the right of z= -1.3

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Q: dt u = xy + y z tzx x = tcost, y = tsint, z=t at t = a 4

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A: First take the log both sides and simplify than differentiate with chain rule.

Q: the trapezoidal rule with

A: In this question, the concept of the Trapezoidal rule is applied. Trapezoidal rule One of the key…

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Q: Graph this system of equations to find the area between the curve: 2y=4sqrtx y=3 2y+4x=8

A: To draw the graph of the following system of equations to find thearea between the curve.

Q: Approximate , 2 – 3x? dx by the following estimations. а. R6 b. L4

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Q: Find the area between the two Curves- y=x, a°y = x³ 3,

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Q: If z = In /x? + y? , find x- X +y В. 1 С. D. Vx? + y? A.

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Q: Differentiate y = csc x(x + cot x). ||

A: Differentiate the following

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A: we have to find the measure of GH

Q: v0

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Q: Eva luat at the given Value of t; 上 W= X+y x =cost tsits y ecst-Sint

A: Solution: The objective is to find the derivative of the given function

Q: find area to the left of t=2.12 with df=45

A: we have to find area to the left of t=2.12 with df=45.

Q: 9y? = 4x3 from the origin to the point (4, %3D 144. Identify the length of the curve

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Q: Given ZY = 25, What is the distance from ZS %3D U W T. S Y

A: Given:

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A: Check Whether given statement is true or false.

Q: d'y where y = dr4 3 Exercises (20.3): Find %3D

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Q: Find area to the left of z= -1.67

A: We have to find area to the left of z= -1.67

Q: Find the area of the circle whose center is at (2, -5) and tangent to the line 4x+3y-8=D0

A: Area of the circle = 9π sq.units

Q: ds where t+s = 2s . dt Find %3D 6.

A: t+s=2s