00:01
In the solution of this question, first of all we will let here.
00:05
X is for the random variable of blood pressure.
00:13
So we will take x as n, which is given as 85 .20.
00:20
And here sample size n is given for 100.
00:23
So now, our value for mu, x is to mu, is equal to 5.
00:29
Sigma x bar is equal to, we will calculate that sigma upon.
00:34
Square root of n that is 20 divided by square root of 100 which is 10 so 20 divided by 10 is equal to 2 so now our probability for the event bar x is less than 90 is equal to probability of getting x bar minus mu x divided by square root x so this is less than 90 minus 185 divided by 2.
01:13
So when we calculate this is equal to probability of getting z less than 2 .50.
01:22
So therefore a required probability for x is equal less than 990 that is equal 0 .99 when we read this value from z depth.
01:37
So this is the plotting here is the z curve.
01:42
This will represent the zero value.
01:45
And now our respective values 2 .50 is here...