Q6/ Using reduction formula, solve the following : | sin x dx

Q: A constant propulsion force of magnitude F = 10 N acts on a on a rocket of mass 2 x 10 kg. Find…

A: Here a constant propulsion force of magnitude F=104N acts on a rocket of mass 2×103 kg We have to…

Q: (a) log,(5x – 1) + 6 = 9 (b) 163x+1 = (4)*-1 %3D (c) In(x + 6) = In(11) – In(x – 4)

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Q: 16)2 secx+ sec x-4 secx-4=0,0sx <2m

A:

Q: x³ +1= 3* How many roots does the above equation have between -5 and 5?

A: According to question given thatx3+1=3x

Q: solve the following equation: *= -y(1+ xy²)

A:

Q: Solve cosh z =-2i.

A: The solution is given as follows

Q: Solve for Xi 31 In x =D 늦 (Inle t 21n2) %3D

A:

Q: メ+ 24ty 2. ニ 3メーメ2+5 interual [-2,-1]

A: Given function is, fx=y2+x2-2x+2y-5 in the interval -2,-1 First Iteration: x0=-2 and x1=-1 fx0=f-2=3…

Q: 2) Solve for x: 3* = 27

A: Solution ) 3x = 1/27              3x = 1 / 33                    3x  = 3-3  (We know am = an  so m=…

Q: 9 14 C

A:

Q: If b and c are real numbers and b < 3c, show that the equation x3 + bx? + cx = 2022 has exactly one…

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Q: 3) Solve for x: 32x + 1 = 27*

A:

Q: cos² (x) sin (x) dx

A:

Q: Solve for x. Each figure is a parallelogram. SK 22 KU=3x-8 S T

A: The diagonals of the parallelogram bisects each other.

Q: ZT=21 RT=6x-6 S T N R

A: Recall: The diagonals of a parallelogram bisect each other.          ⇒RZ=ZT

Q: Derke th formula Cosh 2.

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Q: 4y x + 4 6(y-1) 4x -2

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Q: S= tan(エャ)-1 『3=(ス+2-1)) 6 メ= つう

A:

Q: Solve the given equation for x 3. = 2 +5e:4X canned with CamScanner

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Q: y = Arccot x 2 Arccot /x Vx(1+x) А. Arccot x С. x* +x Arccot x Vx(1-x) Arccot x Vx(1+x) В. D. -

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Q: Solve for x (round to the nearest degree) 4 7

A:

Q: Solve for x 90° (12x-22) 170° X3=

A: Using incribied angle theorem

Q: Solve AT(CBT)

A: Given: A=1-2112413 B=03-122-1 C=1-23-2 To find: The product ATCBT

Q: SOLVE PLEASE √ √25-x²

A:

Limits

When it comes to calculus, limits are considered to be a very important topic of discussion. The main importance of limit lies in expressing the value of a function as it gets closer to a certain value. Also, limits can help you to understand other topics, such as continuity and differentiability better. In a broader sense, every calculus notion is a limit. Other branches of calculus have also been derived from limits.