Find probability bottle selected contain fifteen ounces

Reference no: EM13123847

The amount of soda in plastic bottles is a normal random variable with the mean equal to 16 oz. and standard deviation equals 0.6 oz. Find the probability that a bottle selected at random will contain less than 15 ounces?

Reference no: EM13123847

Questions Cloud

Probability that newspaper-s sample will lead to defeat : Suppose the budget has the support of 52% of the voters. What is the probability that the newspaper's sample will lead it to predict defeat?

Find proportion of bladders with volume in a range : The distribution of bladder volume in women is approximately N(400,75) in milliliters. Find the proportion of women's bladders with a volume between 500 and 600m.

External behaviors : What has the narrator done that had so gravely upset his parents?How do his father and sister deal with his transgressions?How do father and son articulate their diverging views over the son's past

The title of this section is "the burial of the dead." : Answer question about ""the waste land". The title of this section is "The Burial of the Dead." Read all the poems, write a summary description to answer those questions.

Find probability bottle selected contain fifteen ounces : The mean equal to 16 oz. and standard deviation equals 0.6 oz. Find the probability that a bottle selected at random will contain less than 15 ounces?

Estimating length and midpoint : A segment has endpoints with coordinates (2,-7) and (5,1). Find the length and midpoint of the segment.

Determining midpoint and length : Find the midpoint and length of the line segment PQ where P=(2,-7) and Q=(5,1). We will also use vectors to find the length of the segment.

Illustrate what would be the estimated cost of equity : Currently, the cost of equity, rs, is 11.5% as determined by the CAPM. Illustrate what would be the estimated cost of equity if the firm used 60% debt?

Calculate confidence interval for average overhaul : A sample of 49 repairs showed an average overhaul of 285 hours with a standard deviation of 50 hours. Calculate a 95% confidence interval for the average overhaul.

User Account

All Pages