Answer:
(1,0)(-4,0)
Step-by-step explanation:
Thats the question im sorry if i said it wrong
Answer:
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Step-by-step explanation:
The geometric distribution applies to experiments employing Bernoulli trials (success or failure) to determine the number of trials to obtain the first success.
This distribution may be applied to the given situation, where the probability of success is p.
Let n=number of transmissions required (n ≥ 1)Then
P(n)=(1-p)^(n-1)*p (probability that n transmissions are required)
and the mean number of transmissions required
μ = 1/p
Answer:
"No Solution"
Step-by-step explanation:
We can use the log property shown below to simplify this:

Since no "base" is given, we take base as "10" and use property to write:

Now, we solve for x:

But we are NOT done. We have to take the value and put it into the equation to check if there is any NEGATIVE value, because we cannot take negative log.
Putting in LHS:
Log(2x - 7)
Log(2(-3) - 7)
Log(-6-7)
Log(-13)
This can't be solved. So x = -3 is not a solution. Thus, there is NO SOLUTION to the equation given.