- Tt/2 4cose Evaluate p³dpd0.

Q: Find the fifth term in the expansion of (x3 + √y)13.

A: To find the fifth term in the expansion of x3+y13. Solution: We know that general term of x+an is…

Q: 1. 2r +3y 5 at (1,1)

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

Q: how do i siopliey 219=-5 into 1i215 3.

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Q: Apply u-substitution

A: We have to find the integration using u-substitution: ∫4ln1xxdx Rewriting the integration using…

Q: For А - 2аx + Зау + az and В %3 5аx - 2ау - az OAB is:

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Q: 5 tet dt.

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Q: CONSID ER THE FOLLOWING S ERIES (4x+8) n =0

A: Given the series ∑n=0∞-1n4x+8n4 (a) We have to find the series radius and interval of convergence To…

Q: Differenticte y= (SN( 3))/ (4t 5cos (2x))

A: Given :y=sin(3x)4+5cos(2x)

Q: Which of the following is NOT true about the DE: 6xr?ydx+2x³dy=0?

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Q: xx+24=5x² fpyonbouy of anyos

A: We have xx+24≤5x2 Consider:…

Q: -4 c4x Evaluate . So S dydx.

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Q: Date MS 1ST. 2) 12 = 1+ 10v – 9 %3D

A: here is given that  12=1+10v-9

Q: 5

A: Given Roll a fair, six-sided die.

Q: 4 Find mLABE. E (x + 14)* (3x-8) to

A: Given that angle ABE = (3X - 8)° Angle EBD = (X + 14)° and angle DBC = 90°

Q: Evaluate the following. SP S: z = 13 - 4x + 6y, 0 Sx S 5, 0sys5

A: We have to evaluate the given double integral.

Q: reedom, why is it n-2? I get n=20, but where did the 2 co

A: Given: coefficient of intercept is 3.402, coefficient of PX is –2.2, coefficient of PY is 1.8…

Q: So 3 Vit7x dx U-substiutson.

A: Use u substitutions to integration

Q: -27T rdodris equivalent to '9-y2 1dxdy '9-u2 -3

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Q: Evaluate ſ x³ {/ (1 + x³)² dk

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Q: Vitx? .2 /1+x 1 3- cschx = In(÷+

A: using hyperbolic inverse formula  & solving equation

Q: Find the devivative of the fanction from N 2x+3 %3D

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Q: How can i find a?

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Q: Activity 2: Find my Inec 73x+4 < 492x+1 1.

A: 1.    73x+4&lt;492x+1

Q: 6T cos 8 de : so O o o O

A: Here we will solve the  given integral,

Q: 4. You are given: 7800-70t- 1? P30 0SIS TO 7800 Find qso-Hs0-

A: The given formula for tp30 represents the probability of an individual aged 30 years to survive the…

Q: -6p=48

A: Given: -6p=48 --------------------------------------------------------------------------------- To…

Q: Evaluate by Algebraic Substitution: |1+ Vz dz 5.

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Q: Find AC B T. 4

A: Apply the property of the triangle then find the value of the AC

Q: 4. -5 and lur 8) IN 2 X-LP Tmd 370) 27 Show 3

A: Given:

Q: . Find the mtenal of comergence of forg- t 1.3 13ナ-

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Q: 2 50 = 50t Rint 204 Rint %3D

A: Solving the problem by finding the Rint.

Q: (22 -2) S +5x2+4) tan Evaluate da a2+2

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Q: if the Flo)==

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Q: Find x. 2. 7 Mathilits.comn 4.

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Q: c. 20 ÷ 5: Since = 5- %3D 20 ÷ 5 =

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Q: Evaluate INIM -6 x³ dx √x²-9

A: To find out the definite integral.

Q: Find Soluton for up (:) -5 Il6) %3D given 一 -3

A: The given problem is to solve the matrix differential equation with the given initial condition, we…

Q: How did they go from Soo to S

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Q: -) /16+x²-2xy- Pry + y?)2

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Q: 2. Find A for Ac 3 4 4-3

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Q: 9(x, у) %3D In(x3 + y) a²g дх ду

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Q: 6 - The sPecial sotutron to the ९१५चमूं० . 22 2X P 04 d/other than that

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Q: TO -n invested on the day of their niece" uously? $

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Q: -2 In r dydx - К + 13 Лу

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Q: 2m de | = 4+2cose

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Q: If dfB = 3 and dfT = 29 and Fobt = 3.15, what would you conclude using a = 0.05?

A: From the given information,DfB = 3DfT = 29Fobt = 3.15

Q: ( - 2ry + 6z) dz - (2 - 2ry + 2) dy

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Q: If 2sin-1x = n, what is x?

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Q: How do I subsitute X= Ztan into Ha):" ) How do I simphtiy asuming Ok Be

A: Solution : We have given a function fx = x4 + x2   To find : Substitute x = 2 tanθ into the given…

Riemann Sum

Riemann Sums is a special type of approximation of the area under a curve by dividing it into multiple simple shapes like rectangles or trapezoids and is used in integrals when finite sums are involved. Figuring out the area of a curve is complex hence this method makes it simple. Usually, we take the help of different integration methods for this purpose. This is one of the major parts of integral calculus. 

Riemann Integral

Bernhard Riemann's integral was the first systematic description of the integral of a function on an interval in the branch of mathematics known as real analysis.