They would all lie between 1 and 2. 1.4 would be the leftmost (closer to 1), 1½ is in the middle, and 1 3/4 is rightmost (closer to 2).
A prism with an n-sided base will have 2n vertices, n + 2 faces, and 3n edges. A pyramid with an n-sided base will have n + 1 vertices, n + 1 faces, and 2n edges.
1/9 = 1/9 2/6 = 3/9 2/3 = 6/9
(3x)2-6x=0 =>9x2-6x=0 =>x(9x-6)=0 =>either x=0 or x=6/9=2/3=0.66 by pravat ande asish BIITM,BBSR BCA 4TH
Risk reflects the chance that the actual return on an investment may be very different than the expected return. One way to measure risk is to calculate the variance and standard deviation of the distribution of returns.Consider the probability distribution for the returns on stocks A and B provided below.StateProbabilityReturn onStock AReturn onStock B120%5%50%230%10%30%330%15%10%320%20%-10%The expected returns on stocks A and B were calculated on the Expected Return page. The expected return on Stock A was found to be 12.5% and the expected return on Stock B was found to be 20%.Given an asset's expected return, its variance can be calculated using the following equation:whereN = the number of states,pi = the probability of state i,Ri = the return on the stock in state i, andE[R] = the expected return on the stock.The standard deviation is calculated as the positive square root of the variance.Note: E[RA] = 12.5% and E[RB] = 20%Stock AStock B
-√(-1)√(-1) can be shortened to -ii, where i = √(-1).The answer to this question is not trivial. To answer it, we must invoke Euler's formula, which is eix = cos(x) + isin(x).Substituting in π/2 for x gives us eiπ/2 = cos(π/2) + isin(π/2).Well, the cos(π/2) is 0, and the sin(π/2) is 1, so the above becomes:eiπ/2 = i.So, now we raise both sides to the power of i:ei*iπ/2 = ii.Using the basic identity for i:i*i = i2 = -1.So, now we have e-π/2 = ii, or -e-π/2 = -ii.Well, -e-π/2 is a real number, and its value is -0.20788.For the similar case of (-i)i, we substitute -π/2 into Euler's formula.This gives us e-iπ/2 = cos(-π/2) + isin(-π/2) = 0 - i = -i.Once again, raising both sides to the power of i and using the same identity, we get eπ/2 = (-i)i.Again, the result is a real number, eπ/2, whose value is 4.81047.--NOTE.I'd like to add that (-i)ior ii are not (well-)defined, so there is no correct/definite answer to this question.Indeed, Euler's formula is valid, but the formula is inclomplete; in fact it isei.(x+2.k.π) = cos(x) + i.sin(x) for any integer k.Therefore,ei.π.(2.k+1/2) = i for any integer k,and soe-π.(2.k+1/2) = ii for any integer k,proving that it is not well-defined.Other possible values for ii are e-π.(-2+1/2) =eπ.(3/2) = 111.31777... ande-π.(2+1/2) =e-π.(5/2) = 3.88203203... x 10-4. The reason for this is, that in order to compute ii we like to write ii=ei.log(i), but to compute log(z) for a complex number z, one has to decide on what branch of log(.), the inverse of the periodic exp(.), z is located. Note that this aspect was ignored in the previous answer. Therefore, there is no correct answer for this question: any branche of log(.) can be chosen to produce an answer that may suit the context. The question does not give this context.
Ande Parks was born in 1964.
Michael Ande is 174 cm.
Ande Yung is 5' 6".
An ande is another word for an onde, a breath, or a feeling of hatred, envy, or malice.
Het betekent Andes is how you say "it means Ande" in Dutch.
Ande May Lau is the cousin of Skip Tu May Lau.
Dagli Appennini alle Ande was created in 1959.
Ande Yung's birth name is Anne Yung Kruglinski.
go to http://www.nps.gov/ande/ by the way the Visitor Information number is (229) 924-0343
Ande Lamb was born on September 12, 1901, in New Orleans, Louisiana, USA.
Ande Lamb died on March 16, 1961, in Los Angeles, California, USA.
Michael Ande was born on October 5, 1944, in Bad Wiessee, Bavaria, Germany.