Summarize the following:
In most cases, you'll notice that the pesticide has soaked into the ground at your starting spot once you've worked your way around your home. If it hasn't, give it more time to dissipate. Monitor the area until there's no more standing liquid in the trench. This ensures that the Termidor goes as far into the ground as possible. If you add soil back into the trench before it soaks into the ground, the added soil will soak up some of the pesticide. Use long, even strokes to wet the soil with the pesticide. This ensures that termites will make contact with the treatment. If you don't treat this soil, termites that stay on the surface of the ground won't die. Use a sprayer to treat this soil. If you use a bucket, it will be too hard to control the application. If you can, ask someone to help you refill the trench. It's faster and easier to accomplish this if one person is treating the soil and the other person is putting it back into the trench. Use your shovel to push the soil back into the trench. Work your way around your entire home until the trench is completely filled in with soil. If you don't have a shovel, you can use a garden hoe to refill the trench.

summary: Check that the Termidor has soaked into the trench before you fill it up. Spray the Termidor on the soil you dug out of the trench. Refill your trench with the treated soil.

Summarize the following:
A sphere is a circular solid in three dimensions. The primary formula for the volume of a sphere is: Volume=43r3{\displaystyle { ext{Volume}}={
rac {4}{3}}\pi r^{3}} =3.14{\displaystyle \pi =3.14} r=radius{\displaystyle r={ ext{radius}}} The radius of a sphere is the measure from the center of the sphere to the outer edge. If you are given a problem to calculate volume, you will probably be given the radius. Otherwise, the radius can be difficult to measure because you cannot accurately reach the center of a solid object. Suppose you are told that a sphere exists with a radius of 10 cm. Find the volume as follows: Volume=43r3{\displaystyle { ext{Volume}}={
rac {4}{3}}\pi r^{3}} Volume=43(3.14)103{\displaystyle { ext{Volume}}={
rac {4}{3}}*(3.14)*10^{3}} Volume=4.186671000{\displaystyle { ext{Volume}}=4.18667*1000} Volume=4186.67cm3{\displaystyle { ext{Volume}}=4186.67{ ext{cm}}^{3}} Alternatively, a given situation may provide you with the diameter of a sphere. The diameter is equal to double the radius. In more concrete terms, the diameter is the distance that passes from one edge of the sphere through the center to the opposite edge. To calculate volume beginning with the diameter (d), revise the formula as follows: Volume=43(d2)3{\displaystyle { ext{Volume}}={
rac {4}{3}}\pi ({
rac {d}{2}})^{3}} As an example of this calculation, find the volume of a sphere whose diameter is 10 cm. Volume=43(d2)3{\displaystyle { ext{Volume}}={
rac {4}{3}}\pi ({
rac {d}{2}})^{3}} Volume=43(102)3{\displaystyle { ext{Volume}}={
rac {4}{3}}\pi ({
rac {10}{2}})^{3}} Volume=43(3.14)(53){\displaystyle { ext{Volume}}={
rac {4}{3}}*(3.14)*(5^{3})} Volume=4.18667125{\displaystyle { ext{Volume}}=4.18667*125} Volume=523.3cm3{\displaystyle { ext{Volume}}=523.3{ ext{cm}}^{3}} The circumference of a sphere is probably the easiest one for you to measure directly. You can use a tape measure, wrap it carefully around the widest part of the sphere, and take the measurement. Alternatively, you may be provided the circumference in a stated problem. To find the volume beginning with the circumference (C), revise the formula as follows: Volume=43r3{\displaystyle { ext{Volume}}={
rac {4}{3}}\pi r^{3}} Volume=43(C2)3{\displaystyle { ext{Volume}}={
rac {4}{3}}\pi *({
rac {C}{2\pi }})^{3}} Volume=43(C383){\displaystyle { ext{Volume}}={
rac {4}{3}}\pi *({
rac {C^{3}}{8\pi ^{3}}})} Volume=C362{\displaystyle { ext{Volume}}={
rac {C^{3}}{6\pi ^{2}}}} Suppose you are given a sphere and you measure the circumference to be 32 cm. Find its volume: Volume=C362{\displaystyle { ext{Volume}}={
rac {C^{3}}{6\pi ^{2}}}} Volume=32363.142{\displaystyle { ext{Volume}}={
rac {32^{3}}{6*3.14^{2}}}} Volume=32,76859.158{\displaystyle { ext{Volume}}={
rac {32,768}{59.158}}} Volume=553.9cm3{\displaystyle { ext{Volume}}=553.9{ ext{cm}}^{3}} A final, practical method for measuring volume is to submerge the sphere into water. You need to have a beaker large enough to hold the sphere, with accurate volume measurement markings. Pour enough water into the beaker to cover the sphere. Make note of the measurement. Place the sphere into the water. Notice that the water level rises. Make note of the new measurement. Subtract the first measurement from the second. The result is the volume of the sphere. For example, suppose your water level rises from 100 ml to 625 ml when you submerge the sphere. The volume is therefore 525 ml. Note that 1 ml=1 cm3.

summary: Recall the formula for a sphere's volume. Find the volume of a sphere if you know the radius. Find the volume if given the diameter. Revise the formula if you know the circumference. Calculate the volume if you know the circumference. Measure volume by displacement.

Summarize the following:
It's a blue app with a white "W" on it. To do so, first click the File tab, then click New Document. In Word 2016, you may instead click Blank Document on the right side of the page. On Mac, you'll first need to click New. It's in the top-left corner of the Word window. On Mac, click Word in the top-left corner of the menu bar. You'll find it near the bottom of the left-hand pane. On Mac, click Preferences near the bottom of the drop-down menu. This option is on the left side of the pop-up window. On Mac, you'll instead click View beneath the "Authoring and Proofing Tools" heading. It's in the "Main Tabs" pane on the right side of the window. On Mac, instead click the Show developer tab box that's beneath the "View" heading. If this box has a check mark in it, the Developer tab is already enabled. Doing so will save your changes and return you to your Word document.
summary: Open Microsoft Word. Open a new document. Click File. Click Options. Click Customize Ribbon. Click the Developer check box. Click OK.