Team Ques10 ♦♦ 400
Reputation:
400
Status:
Trusted
Location:
Mumbai, India
Website:
http://www.ques10.com/
Last seen:
1 year, 8 months ago
Joined:
3 years, 1 month ago
Email:
h*******@ques10.com

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#### Posts by Team Ques10

<prev • 4,263 results • page 2 of 427 • next >
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... **i.** Given, $p=\frac{1}{2400} \\ n=200$ $m= n \times p = 200 \times \frac{1}{2400} \\ m = \frac{200}{2400}$ $m=\frac{1}{12}$ Since, Give p is very small, hence we use poisson distribution $P(x=r) = \frac{e^{-m} \times m^r}{r!}$ For at least one fatal accident in a year. Here, r = 1,2,3,-- ...
written 12 days ago by Team Ques10 ♦♦ 400 • updated 12 days ago by Sayali Kulkarni0
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... ii. If x denotes the outcome when a fair die is tossed. find the MGE of X about the origin. Hence find first two moments about the origin. ...
written 13 days ago by Team Ques10 ♦♦ 400 • updated 12 days ago by Sayali Kulkarni0
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... z=1 is a ple of order 2 and z=2 is a simple pole Residue at z = 2 \begin{align} &= \lim\limits_{z \to 2} (z-2) \frac{(sin\pi z^2+cos\pi z^2)}{(z-1)^2(z-2)}\\ &= \lim\limits_{z \to 2} \frac{(sin\pi z^2+cos\pi z^2)}{(z-1)^2}\\ &= \frac{(sin4\pi +cos4\pi )}{(2-1)^2}\\ &=0+1\\ \tex ... written 13 days ago by Team Ques10 ♦♦ 400 • updated 13 days ago by Sayali Kulkarni0 1 answer 18 views 1 answer ...\int_c{\frac{sin\pi z^2+cos\pi z^2}{(z-1)^2 (z-2)}dz}$where c is the circle$\overline{z} = 3 $... written 13 days ago by Team Ques10 ♦♦ 400 • updated 13 days ago by Sayali Kulkarni0 1 answer 29 views 1 answers Answer: A: Evaluate the following ... Given$\int_0^{2\pi}{\frac{d\theta}{13+12cos\theta}}$Let,$ Z = e^{i\theta}\\ \text{diff. w.r.t $\theta$ } \\ dz = ie^{i\theta}d\theta \\ dz = iz d\theta \\ d\theta = \frac{dz}{iz} \\ cos\theta = \frac{e^{i\theta}+e^{-i\theta}}{2} = \frac{z+z^{-1}}{2}\\ Cos\theta = \frac{z^2+1}{2 ...
written 13 days ago by Team Ques10 ♦♦ 400 • updated 13 days ago by Sayali Kulkarni0
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... Evaluate the following integration. $\int_0^{2\pi}{\frac{d\theta}{13+12cos\theta}}$ ...
written 13 days ago by Team Ques10 ♦♦ 400 • updated 13 days ago by Sayali Kulkarni0
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... Evaluate the following integration. $\int_0^{2\pi}{\frac{d\theta}{13+12cos\theta}}$ ...
written 13 days ago by Team Ques10 ♦♦ 400 • updated 13 days ago by Sayali Kulkarni0
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... Evaluate the following integration. $\int_0^{2\pi}{\frac{d\theta}{13+12cos\theta}}$ ...
written 13 days ago by Team Ques10 ♦♦ 400 • updated 13 days ago by Sayali Kulkarni0
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... Evaluate the following integration. $\int_0^{2\pi}{\frac{d\theta}{13+12cos\theta}}$ ...