Problem: Article: Again, massage it in thoroughly, and pay special attention to dry patches. Make sure your moisturiser is oil-free, and if your skin still feels moisturised and hydrated before morning break, then skip this step. ) while you're in the toilets. If you still like to wear lipstick and gloss as well, then apply a good layer of the balm before, and then use your lipstick/gloss/colour on top. Drinking water re-hydrates the skin from the inside, and even if you already have a drink with you, some extra liquid won't do any harm. A large drink will last you throughout the day. Water-based fruit and veg are recommended to help dry skin, as well as fruit and veg rich in antioxidants and vitamin A, B, and C. A couple of ideas are to bring in a vegetable soup, and a fruit salad for dessert, or maybe a healthy salad, a couple of pieces of fruit and some yogurt? You may want to top up on some moisturiser or sunscreen.
Summary: Nip to the toilets and apply another thin layer of the moisturiser you used in the morning at school morning break time or at your cover break. Take the time to apply a good lip balm or butter (The Body Shop do great ones! Buy a big bottle of water at this time. Grab another drink at midday (as you ought to drink at least 2 litres of water each day), and get a healthy lunch. Pop into the toilets again before you go back to work/school/jobs etc after lunch. Eat healthily, drink loads, and keep on top of your dry skin by moisturising all the time during the rest of the day.

Problem: Article: Transfer the grilled steak to a carving board and let it rest for 3 to 5 minutes. By allowing the steak to rest, you give the juices a chance to redistribute themselves in the meat. You will end up with a more thoroughly juicy steak as a result. Hold the steak steady with a meat fork and use your other hand to slice the meat with a carving knife. Use a carving knife with a thin blade. Turn the steak so that the long end faces you. The muscle fibers, or "grain," should run horizontally. Hold the knife at a 45 degree angle and cut the steak across the grain. Do not cut the steak alongside the grain, since doing so will result in tough, chewy meat. Carne asada is best served hot.
Summary: Let the steak rest. Carve the steak into 1/4-inch (6-mm) thick slices. Serve immediately.

Problem: Article: There are different types of insects that can be problematic in the garden, including ones like caterpillars and beetles that chew holes in leaves. These types of bugs can cause a great deal of damage to plants, so you should take steps to get rid of them. Along with using insecticide to treat caterpillars and beetles in the garden, you can also remove them by hand. Pick the bugs off the plant with your fingers and drop them into a bucket filled with soapy water. White, yellow, or brown discoloration on leaves could indicate that your garden is infested with bugs like mites or thrips. Both of these insects suck juices from plants and can cause leaves to discolor and die. When treating for thrips and mites, spray foliage, buds, and the soil around the plant. Thrips are a tiny winged insect with a slender body. Distortion such as curling and gnarling leaves indicate the presence of leafhoppers, stinkbugs, and aphids in the garden. These insects suck sap from plants, and this causes the leaves to distort and drop off. These bugs can be treated by spraying the plants with water, but use insecticide for more severe infestations. Fungi and other similar organisms can infest plants as well. In particular, blackspot mold, powdery mildew, and downy mildew can cause fuzzy or powdery spots on leaves. These problems are not caused by insects, so they can't be controlled with insecticide. The best way to control these issues is to prevent them by watering plants from below so the leaves don't get wet. Remove any leaves that show signs of infection.
Summary: Look for holes in the leaves. Check for discolored leaves. Inspect leaves for distortion. Look for fuzzy black, white, and yellow spots.

Problem: Article: To get an object's instantaneous velocity, first we have to have an equation that tells us its position (in terms of displacement) at a certain point in time. This means the equation must have the variable s on one side by itself and t on the other (but not necessarily by itself), like this:s = -1.5t2 + 10t + 4 In this equation, the variables are: Displacement = s . The distance the object has traveled from its starting position. For example, if an object goes 10 meters forward and 7 meters backward, its total displacement is 10 - 7 = 3 meters (not 10 + 7 = 17 meters). Time = t . Self explanatory. Typically measured in seconds. The derivative of an equation is just a different equation that tells you its slope at any given point in time. To find the derivative of your displacement formula, differentiate the function with this general rule for finding derivatives: If y = a*xn, Derivative = a*n*xn-1.This rule is applied to every term on the "t" side of the equation. In other words, start by going through the "t" side of your equation from left to right. Every time you reach a "t", subtract 1 from the exponent and multiply the entire term by the original exponent. Any constant terms (terms which don't contain "t") will disappear because they be multiplied by 0. This process isn't actually as hard as it sounds let's derive the equation in the step above as an example:s = -1.5t2 + 10t + 4(2)-1.5t(2-1) + (1)10t1 - 1 + (0)4t0-3t1 + 10t0-3t + 10 " To show that our new equation is a derivative of the first one, we replace "s" with the notation "ds/dt". Technically, this notation means "the derivative of s with respect to t." A simpler way to think of this is just that ds/dt is just the slope of any given point in the first equation. For example, to find the slope of the line made by s = -1.5t2 + 10t + 4 at t = 5, we would just plug "5" into t in its derivative. In our running example, our finished equation should now look like this:ds/dt = -3t + 10 Now that you have your derivative equation, finding the instantaneous velocity at any point in time is easy. All you need to do is pick a value for t and plug it into your derivative equation. For example, if we want to find the instantaneous velocity at t = 5, we would just substitute "5" for t in the derivative ds/dt = -3 + 10. Then, we'd just solve the equation like this:ds/dt = -3t + 10ds/dt = -3(5) + 10ds/dt = -15 + 10 = -5 meters/second Note that we use the label "meters/second" above. Since we're dealing with displacement in terms of meters and time in terms of seconds and velocity in general is just displacement over time, this label is appropriate.
Summary:
Start with an equation for velocity in terms of displacement. Take the equation's derivative. Replace "s" with "ds/dt. Plug in a t value for your new equation to find instantaneous velocity.