Q: Fill a pot with boiling water, then add the tea leaves. Cover the pot with a lid, and let the tea steep for 5 minutes For a more traditional tea, use Thai black tea leaves. If you used a tea infuser, simply pull it out. If you used loose tea leaves, pour the tea into a separate pot through a fine, mesh sieve, and discard the loose leaves. Add the sugar first, and stir it until it dissolves. Next, stir in the condensed milk. If you are in a hurry, you can put the pot into an ice bath. Do this by filling a sink with ice, placing the pot into the sink, and then stirring the tea with a whisk while it cools down. Fill 6 glasses with ice, then fill each glass of the way with tea. If you need to make fewer servings, simply pour the rest of the tea into a pitcher, and store it in the fridge. Evaporated milk is the most traditional, but you can also use whole milk, half-and-half, or coconut milk.
A: Steep the tea for 5 minutes. Strain the leaves out of the water. Stir in the sugar then the condensed milk. Let the tea cool to room temperature or colder. Pour the tea into ice-filled glasses. Top the glasses off with your choice of milk.

Article: Take your mean, and use the empirical rule to find the distributions of data 1, 2, and 3 standard deviations from the mean. Write these on your curve for reference. For example, imagine you are analyzing the weights of a population of cats, where the mean weight is 4 kilograms, with a standard deviation of 0.5 kilograms: 1 standard deviation above the mean would equal 4.5 kg, and 1 standard deviation below equals 3.5 kg. 2 standard deviations above the mean would equal 5 kg, and 2 standard deviations below would equal 3 kg. 3 standard deviations above the mean would equal kg, and 3 standard deviations below would equal 2.5 kg. Once you have your curve set up, you can use the Empirical Rule and simple arithmetic to solve data analysis questions. Start by reading your question carefully to figure out the sections you need to work with. For example: Imagine you are asked to find the upper and lower weights for 68% of a population of cats. You would need to look at the two centermost sections, where 68% of data will fall. Similarly, imagine the mean weight is 4 kilograms, with a standard deviation of 0.5 kilograms. If you are asked to find the proportion of cats above 5 kilograms, you need to look at the rightmost section (2 standard deviations away from the mean). If you're asked to find the percentage of the population between a certain range, all you have to do is add up the percentages within a given set of standard deviations. For instance, if you are asked to find the percentage of cats who weigh between 3.5 and 5 kilograms, if the mean weight is 4 kilograms, with a standard deviation of 0.5 kilograms: 2 standard deviations above the mean will be 5 kilograms, and 1 standard deviation below the mean will be 3.5 kilograms. This means that 81.5% (68% + 13.5%) of the cats weigh between 3.5 and 5 kilograms. Take the information provided by the percentage distributions and standard deviations to find upper and lower limits for portions of your data. For instance, a question about your cat weight data may ask: "What is the upper weight limit of the lowest 2.5% of cats?" The lowest 2.5% of data would fall below 2 standard deviations from the mean. If the mean is 4 kilograms, and standard deviation is 0.5, then the lowest 2.5% of cats will weight 3 kilograms or less (4 - 0.5 x 2).
Question: What is a summary of what this article is about?
Find the distributions of your data. Determine the section of the curve your question asks you to analyze. Find the percentage of your data within a certain range. Use the section percentages to find data points and ranges.

Problem: Article: Its app icon resembles a blue "e" with a yellow band wrapped around it. It's in the top-right of the browser window. This prompts a drop-down menu. You'll find this in the drop-down menu. Doing so opens a pop-up window. It's at the top of the Internet Options window. You'll find this option in the lower-right side of the window. It's in the pop-up window. This will save your changes and exit the Internet Options window. Doing so applies the changes and default settings. You may still need to manually change Internet Explorer's home page.
Summary: Open Internet Explorer. Click the gear icon. Click Internet Options. Select the Advanced tab. Click Reset. Click Reset when prompted. Select Close, then click OK. Restart your computer.

Q: Now that you have a good eye for detail and have mastered the art of logic, you're ready to begin your sleuthing career. Grab your hat and let's go solve some mysteries. You don't necessarily need to solve crimes to practice your detective work. Actually, frequenting crimes scenes is a bad idea. It may not be safe and could anger local police. Smaller mysteries are a better place to start. Ask your friends and family if they have any unsolved mysteries. Has anything gone missing lately at home? Did a pan of cookies disappear off from the counter while they were cooling, but everyone at home denies taking them? Get on it. Gather information and make your observations, for starters. You can do this by physically examining the scene of the crime, by talking to witnesses, or both. Pay close attention and try to sort what is important from what is not. Ask questions. Interview people who may be able to shed light on the mystery. Was your aunt the one who baked the cookies? When did she bake them? What time did she take the pan out of the oven? When did she first notice that the cookies had gone missing? Who else was present? Did she notice anything else out of place? Write down your observations as field notes, both for interviews and for examinations, so that you can review, rehash, and work the pieces until they fit. Take your information and begin to put together the puzzle. Different pieces will include people who was around and a possible culprit as well as the time, possible motives, and other considerations. It may help to write out the events on a piece of paper, draw a timeline, or create a flow chart. "Aunt baked cookies at 4:30 pm. Took them out of oven at quarter to five and then went outside to garden. When she came back inside at 5:30 the cookies were gone. Also present were Uncle, cousin Bob and cousin Gina, Gina's friend Mosley, and their Shetland sheepdog. Interview them and note their schedules, as well! We know the following additional details: Uncle and cousin Gina both have weaknesses for cookies. Bob does not. Mosley is unknown. The dog was free to roam about the house. A long hair was found at the crime scene. When you begin to piece together a mystery, you'll often be faced with a number of different possible sequences of events. Using logic, your job is to figure out which scenario is the most likely one and to nab the culprit. Consider the scenarios: Uncle may have nicked the cookies, as he has a weakness for them. But Gina could have, too. Bob is less likely to have stolen them, as he prefers candy. Mosley and the dog are unknowns, but either of them may have eaten the cookies. Or, it is possible that Aunt is lying. Map the scenarios. Assess and reassess the evidence. Eventually, a picture of the crime should emerge as you eliminate possibilities through logic. You may not get the correct answer, but you should be able to discover the most likely scenario. A key piece of evidence in this case is the long hair found on top of the baking sheet. It is your only piece of physical evidence. The perpetrator must have had long hair. Uncle is bald, while Bob and Mosley have short hair. Aunt, Gina, and the dog all have long hair. With this in mind, your likely perpetrators are whittled down to three. You'll need to look closer, and to focus your attention on the physical evidence, the hair, its color, texture, and length, in order to find the true culprit.
A:
Find an appropriate mystery. Make detailed observations. Map out events. Consider different scenarios. Apply logic.