Yes, that is perfectly fine. (in c++ at least)
The best known CPI is the Consumer Price Index and that cannot be negative.
The value of the variable in the base period forms the basis of comparison of the variable in other periods.
If, by CPI, you mean the consumer price index, the answer is not unless people are paid to take things away from shops!
No. This would imply that the speed of light in that medium was greater than the speed of light in a vacuum, which is physically impossible according to the theory of relativity. The relative index of refraction can be negative... that is, the speed in the medium may be faster than the speed in the surrounding environment... but the absolute IR cannot be negative.
what is the index of 3x3x3x3
No. The power 2, which denotes squared, is one of an infinite number of possible values for the index. Indices (or powers) can be negative, fractional, irrational or even complex.
A number with a negative index is simply the reciprocal of the same number with a positive index. So, x-a = 1/xa Next a number to a fractional index, (a/b) is the ath power of the bth root of the number. Equivalently, it is the bth root of the ath power of the number. That is, xa/b = b√(xa) = (b√x)a. Combining these results: x-a/b = 1/(xa/b) = 1/[b√(xa)]
The for loop uses a counter or an index variable to loop through the statements. This variable is used through the loop, changed and finally compared with the loop condition for consideration of the loop's next cycle. The variable(s) used inside the for loop for comparison (with the mentioned condition) and increment/decrement is know as the index variable. for example (Java) : for(int i=1; i<5; i++){ ... } in this example, integer 'i' is the index variable.
ya, it can be negative because as m=Vm/Vc , the value of Vm if taken in negative then modulation index can be naegative
A negative index is the positive index applied to the reciprocal. So, 16^(-3/2) = (1/16)^(3/2) The denominator of a fractional index represents the relevant root. Thus, (1/16)^(3/2) = {sqrt(1/16)}3 Now, sqrt(1/16) = sqrt(1)/sqrt(16) = 1/4 So the given number is {1/4}^3 = 1/64.
Fees are higher in a Variable annuity than they are in say a fixed Index Annuity.
The best known CPI is the Consumer Price Index and that cannot be negative.
A power with a rational exponent m/n in lowest terms satisfies : whenever this makes sense.
1/n
The value of the variable in the base period forms the basis of comparison of the variable in other periods.
There are several 'looping' statements in C++. They are:while () { }do { } while () ;for (index-start, index-end; index increment/decrement) { }They are used to repetitively execute statements as long as the statement(s) controlling the loop are true.
Given that the radicand is part of the question, not part of the answer, you can make the radicand whatever you want it to be. However, in any given root sum, for example, sqrt(-4), if the index is even, such as it is in a square root sum, the answer will always be positive. If the index is odd, and the radicand is negative, the answer will also be negative.