A map website claims to be available 99% of the time (measured in minute-long increments). Suppose that we took random samples of n=1000 minutes from the population of minutes in a year and computed the proportion of minutes in each sample for which the website was available. We can assume the website's claim is accurate. What will be the shape of the sampling distribution of the proportions of minutes in which the website is available?.

Mark the brainliest 19 points for you a student uses a liquid thermometer to measure the temperature of a substance in a beaker during science class. the teacher says that the measurement is incorrect. which are the most likely reasons the liquid thermometer could have measured the wrong temperature? check all that apply. the thermometer was not calibrated electronically. the software connected to the thermometer had errors. the bulb of the thermometer was touching the beaker. the thermometer's bulb was not submerged in the substance. the student stirred the substance with the thermometer.