Given information
If the area to the left of in a normal distribution is , what is the area to the right of ?
Step-by-step explanation
The probability gives the likelihood of a specific event that it will occur.
The value of probability lies between and The probability of a random variable say is usually denoted by .
Therefore, the probability of the random variable assuming any specified value is denoted by .
The probability of the random variable assuming less than or left of any specified value is , and the probability of the random variable assuming more than or right of any specified value is .
One can use the complementary law of probability to express the probability which is right of any specified value as:
In the given problem,
Since it is given that the total area under the normal curve is
Therefore,
Hence, the area to the right of is: