Write an article based on this "Put the waist trimmer on your chest. Cut the trimmer to fit your chest. Apply lotion and baby powder to reduce irritation. Practice safety while wearing a waist trimmer as a binder."
article: Wrap it around so that the velcro fold falls under one of your arms. Neoprene waist trimmers work as compression wear to improve blood circulation for people who are exercising. They are also worn to give a better and trimmer-looking waist for people who aren't. If your waist trimmer is too long for your chest, cut the end without the velcro with scissors to fit your bust. You don't want to double wrap your chest which could create the opposite effect you want. If the trimmer is poking at your sides or under your arm, cut the corners of the trimmer into a smooth curve with scissors. The neoprene trimmer can cause chafing and extra moisture to build up on and around your bust. Sprinkle from baby powder before wearing your trimmer to help absorb the excess moisture. Put on lotion after you take off your trimmer regularly to protect your skin from chaffing and drying out. Don't put on lotion and baby powder at the same time or while you're wearing your trimmer. You could damage your trimmer and the combination of lotion and powder could make a paste. It is extremely important when binding your chest to do it safely and protect your body from permanent health issues and damage. An extremely tight trimmer can result in restricted breathing, broken ribs, damage to chest tissue over time, and cause fluid build-up in your chest.  Do not wear a trimmer for more than 8 hours. If you wear your trimmer for long periods of time, you risk bruising and restricting oxygen to your body. Never sleep with your trimmer on. Do not put bandages or duct tape over your trimmer. In fact, never use duct tape or bandages to flatten your chest. These tactics restrict movement and oxygen to enter to your body.

Write an article based on this "Press and hold the Sleep/Wake and Home buttons. Hold both buttons until you see the Apple logo. Wait while your iPad finishes booting."
article: The Sleep/Wake button can be found along the top of the iPad, and is used to turn the screen on and off. The Home button is in the center at the bottom. The screen will shut off before the Apple logo appears. Continue to hold both buttons until you see the logo. Once you see the Apple logo, you can release the buttons and wait while your iPad finishes booting up. This may take a minute or two.

Write an article based on this "Find the force and displacement as normal. Find the angle between the force vector and the displacement. Multiply Force × Distance × Cosine(θ)."
article:
Above, we dealt with work problems in which the object is moving in the same direction as the force being applied to it. In reality, this isn't always the case. In cases where the force and the object's motion are in two different directions, the difference between these two directions must also be factored into the equation for an accurate result. To begin, find the magnitude of the force and the object's displacement as you normally would. Let's look at another example problem. In this case, let's say that we're pulling a toy train forward as in the example problem above, but that this time we're actually pulling upward at a diagonal angle. In the next step, we'll take this into account, but for now, we'll stick to the basics: the train's displacement and the magnitude of the force acting on it. For our purposes, let's say that the force has a magnitude of 10 newtons and that it's moved the same 2 meters (6.6 ft) forward as before. Unlike in the examples above, with a force that's in a different direction than the object's motion, it's necessary to find the difference between these two directions in the form of the angle between them. If this information isn't provided to you, you may need to measure it yourself or deduce it from other information in the problem. In our example problem, let's say that the force is being applied about 60o above the horizontal. If the train is still moving directly forward (that is, horizontally), the angle between the force vector and the train's motion is 60o. Once you know the object's displacement, the magnitude of the force acting on it, and the angle between the force vector and its motion, solving is almost as easy as it is without having to take the angle into account. Simply take the cosine of the angle (this may require a scientific calculator) and multiply it by force and displacement to find your answer in joules. Let's solve our example problem. Using a calculator, we find that the cosine of 60o is 1/2. Plugging this into the formula, we can solve as follows: 10 newtons × 2 meters (6.6 ft) × 1/2 = 10 joules.