Problem: Write an article based on this summary: Understand the risk factors. Establish prenatal care. Lose weight if you are overweight. Take up to 40 mg of vitamin B6 per day.

Answer: The exact causes of hyperemesis gravidarum are unknown, although high levels of HCG (human chorionic gonadotropin) and estrogen may contribute to it. Women with multiple pregnancies (i.e. twins) are at a higher risk for hyperemesis gravidarum, as are women who are pregnant for the first time, and women pregnant with a female baby. If hyperemesis gravidarum runs in your family (such as if your mother had it), or if you had it with a previous child, you may also be at a higher risk for developing it. Other risk factors include stress, anxiety, and depression. It's essential to see a healthcare provider regularly once you become pregnant. If you are trying to conceive, find an OB-GYN in your area so that you can schedule your first prenatal appointment as soon as you get pregnant. Make sure your OB-GYN accepts your health insurance. Women who are overweight may have a higher chance of developing hyperemesis gravidarum. Take up gentle exercise, like walking, swimming, or doing yoga, for 30 minutes per day 5 days per week. Speak to your healthcare provider before beginning an exercise regiment A vitamin B6 deficiency may increase your risk for hyperemesis gravidarum. Speak to your healthcare provider before taking any supplements. Vitamin B6 supplements may also decrease your chances of vomiting while pregnant.

Problem: Write an article based on this summary: Launch "Google Chrome". Click the button with the three short lines, located near the top right corner of your browser window. Click "Settings" from the menu that pops up. Find the option "On Startup" in the settings tab that opens up. Choose from the options provided in the section. Enter the page URL in the box that appears. Click "OK". Close your Chrome browser. Re-open Chrome Browser. Your desired start up page is ready!

Answer: "Open the new tab page." This opens the new tab page wherein your most frequented sites will be arranged accordingly. "Continue where I left off." This opens all the tabs that were open the last time you closed the browser. "Open a specific page or set of pages." This option will open any page or a set of pages that you specify regardless of what tabs were open in your last session. If you chose the third option, which allows you to open specific pages upon the application launch, you can specify these pages by clicking on the blue "set pages" link. Your settings are saved automatically and will be applied when you restart the browser.

Problem: Write an article based on this summary: Know your function. Select values of x. Calculate the values of the function. Calculate the average rate of change of the function. Interpret the result.

Answer: In mathematics, a function is a mathematical relationship between numbers, so that you enter one number and another number is the result. Functions can generally be graphed. They may represents straight lines, parabolas, or random-looking curves that have no easy definition. Some sample functions are: y(x)=3x+4{\displaystyle y(x)=3x+4} (the function of a straight line) y(x)=sin(x){\displaystyle y(x)=sin(x)} (a function for a waved line) y(x)=x2{\displaystyle y(x)=x^{2}} (a function for a parabola) Finding the average rate of change of a function means measuring the value of the function at two different points along the x-axis. Select one value of x where you wish to begin measuring, and then determine how far along the axis you wish to advance. Depending on your purposes, you may choose a wider or narrower range of x values to measure. For this exercise, select the first x-value at 0 and the second x-value at 3. Rate of change of the function measures how much the y-values change over the chosen horizontal x-distance. To calculate this change, you need to know the y values at each chosen value of x. For the sample function, y(x)=x2{\displaystyle y(x)=x^{2}}, select the two values x=0 and x=3, for example. The corresponding values of y(x){\displaystyle y(x)}, therefore, are: y(0)=02=0{\displaystyle y(0)=0^{2}=0} y(3)=32=9{\displaystyle y(3)=3^{2}=9} The rate of change of a function can be written formally as: A(x)=yx=f(x+h)f(x)h{\displaystyle A(x)={
rac {\Delta y}{\Delta x}}={
rac {f(x+h)-f(x)}{h}}} In this formula, f(x){\displaystyle f(x)} represents the value of the function at the first chosen x-value. f(x+h){\displaystyle f(x+h)} is the value of the function some distance away at a second value of x. The denominator h{\displaystyle h} is the distance between the two measurements. h{\displaystyle h} can also be represented as x{\displaystyle \Delta x}, since it is the distance or change in the chosen x-values. For the chosen function y(x)=x2{\displaystyle y(x)=x^{2}}, you can calculate the average rate of change from 0 to 3 as follows: A(x)=yx=9030=3{\displaystyle A(x)={
rac {\Delta y}{\Delta x}}={
rac {9-0}{3-0}}=3}. For this function, the rate of change is a measure of how much the value of the function changes vertically as you move horizontally along the x-axis. In this case, the parabola y(x)=x2{\displaystyle y(x)=x^{2}} begins at point (0,0) and climbs to point (3,9) over the measured interval. Although the function itself is not a straight line, the average rate of change is measured as the slope of the straight line connecting those two points. This line climbs 3 units for each single unit increase in x. Note that the average rate of change for a function may differ depending on the location that you choose to measure. For the parabola example, the average rate of change is 3 from x=0 to x=3. However, for the same function measured from x=3 to x=6, also a distance of 3 units, the average rate of change becomes 8.33.

Problem: Write an article based on this summary: Portion the cauliflower into freezer-safe containers. Freeze the cauliflower. Reheat the cauliflower when you're ready to use it.

Answer:
Freezer bags or tubs are your best bet for frozen cauliflower. For convenience, place enough cauliflower in each container to serve as the base for a full meal. For example, if you know you want to make cauliflower soup, you could place 2 - 3 cups of cauliflower in one storage container so you'll have the exact amount you need later. If you use freezer bags, try to squeeze out most of the air before sealing them. This will help preserve the cauliflower for a longer amount of time. You can also use a straw to suck out the excess air, then press the bag closed when you remove the straw. A foodsaver device or vacuum sealer work well for freezing large amounts of food. Label your bags and place them on a shelf in your freezer. They will keep there for several months. Frozen cauliflower only needs to be reheated for about 90 seconds after the blanching and freezing process. Simply drop the frozen florets into boiling water, or steam them. They are now ready to use in your favorite cauliflower recipe. Here are a few to try out: Cauliflower Soup Cauliflower Gratin Cauliflower Curry