Let a be a rational number and b be an irrational number. Which of the following statements are true?
1 answer:
You might be interested in
Well, a logarithmic expression is just an exponential expression written from the point of the exponent.
now, ln is just a shorthand for the logarithm with a base "e" or euler's constant, so-called the "natural logarithm", now, let's use the exponential version of that here, and let's say equals an constant exponent of "k",
now, look closely, what "k" value, what exponent, negative or fraction or positive, will ever make "e" to 0? none, so one can say is "undefined".
now, ln is just a shorthand for the logarithm with a base "e" or euler's constant, so-called the "natural logarithm", now, let's use the exponential version of that here, and let's say equals an constant exponent of "k",
now, look closely, what "k" value, what exponent, negative or fraction or positive, will ever make "e" to 0? none, so one can say is "undefined".
Answer:
The answer is 0.1935
Step-by-step explanation:
Solution
From the question given, we will find the probability that a randomly selected azalea has no fragrance or is not colored
Now,
p (Fragrance, not colored)
Thus,
p (Fragrance, not colored)/ p (Not colored)
so,
12/62 = 0.1935
Note: Kindly find an attached copy of the complete question and the inputted values.
