If we know that 180-5=128 that means that that equation must be equal to 128.
(2^3x+1)=128
By putting 128 into exponential form with a base of 2 you get 2^7:
(2^3x+1)=2^7
Since these have the same bases we can set the exponents equal to 7. This will give us an exponent of 3x+1=7. By Subtracting across and dividing by 3 you get:
3x=6 to 3/3x = 6/2
This gives us a final answer of:
x=2
High unemployment is an example of a common push factor. An abundance of jobs is an example of a pull factor
For a randomly selected screen monitor, the probability that the selected monitor will have a screen defect is 0.04.
<u>Explanation:</u>
μPˆd = 0.04
n = 100
mean = 0.04 multiply with 100 = 4
A mean is the basic scientific normal of a lot of at least two numbers. The mean for a given arrangement of numbers can be figured in more than one way, including the number-crunching mean strategy, which utilizes the whole of the numbers in the arrangement, and the geometric mean technique, which is the normal of a lot of items. In any case, the entirety of the essential strategies for processing a straightforward normal produces the equivalent inexact outcome more often than not.
The mean is the numerical normal of a lot of at least two numbers. The math mean and the geometric mean is two sorts of implications that can be determined. Adding the numbers in a set and separating by the absolute number gives you the number-crunching mean. The geometric mean is progressively convoluted and includes duplication of the numbers taking the nth root.
National chains are least likely to be a participant retailer in a local food supply chain
