To find how many ounces are needed to treat 1 gallon, divide the amount needed for 2.5 gallons by 2.5. Therefore, 1 ounce treats 2.5 gallons, so 1/2.5 = 0.4 ounces treats 1 gallon.
To find out how much of the solution is needed to treat 30 gallons, you can set up a proportion. Since 1 gallon treats 2000 gallons, you can set up the proportion: 1 gallon is to 2000 gallons as x gallons is to 30 gallons. Solving for x gives you x = (1/2000) * 30 = 0.015 gallons. Thus, 0.015 gallons of the solution would be needed to treat 30 gallons.
To find out how many ounces are needed to treat 100 gallons of fuel, you can set up a proportion: ( \frac{320}{3750} = \frac{x}{100} ). Cross-multiply to solve for (x) which gives ( x = \frac{320 \times 100}{3750} = 8.53 ) ounces. So, you would need approximately 8.53 ounces of solution to treat 100 gallons of fuel.
The number of gallons of water that one chlorine tablet can treat varies depending on the tablet's concentration and the amount of water being treated. However, typically one chlorine tablet can treat around 500 gallons of water. It is important to carefully follow the instructions on the product packaging for accurate dosing.
To treat 7000 gallons of water for drinking, you can use approximately 28 ounces of regular household bleach (5.25% sodium hypochlorite concentration). This amount of bleach can help disinfect the water to make it safe for consumption. Make sure to mix the bleach thoroughly and let it sit for about 30 minutes before using the water.
if 12 ounces treats 15 gallons, 15 divided by 5 is 3, so just divide 12 by 3, and 4 is your answer.
To find how many ounces are needed to treat 1 gallon, divide the amount needed for 2.5 gallons by 2.5. Therefore, 1 ounce treats 2.5 gallons, so 1/2.5 = 0.4 ounces treats 1 gallon.
To find out how much of the solution is needed to treat 30 gallons, you can set up a proportion. Since 1 gallon treats 2000 gallons, you can set up the proportion: 1 gallon is to 2000 gallons as x gallons is to 30 gallons. Solving for x gives you x = (1/2000) * 30 = 0.015 gallons. Thus, 0.015 gallons of the solution would be needed to treat 30 gallons.
To find out how many ounces are needed to treat 100 gallons of fuel, you can set up a proportion: ( \frac{320}{3750} = \frac{x}{100} ). Cross-multiply to solve for (x) which gives ( x = \frac{320 \times 100}{3750} = 8.53 ) ounces. So, you would need approximately 8.53 ounces of solution to treat 100 gallons of fuel.
This is a ratio: whatever : treat 1 gallon : 1000 gallon ? gallon : 25 gallon First find out how much treats 1 gallon (divide both sides by 1000): 1 ÷ 1000 gallon : 1000 ÷ 1000 gallon → 0.001 gallon : 1 gallon Now find out how much treats 25 gallons (multiply both sides by 25) 25 × 0.001 gallon : 25 × 1 gallon → 0.025 gallon : 25 gallon → you need 0.025 gallons.
Divide 12oz and 16 gallons by 4 which equals 3oz and 4 gallons then divide your 4 gallons in half to get 2 gallons and also divide 3oz in half to get 1.5oz. The answer is 1.5oz will treat 2 gallons
The number of gallons of water that one chlorine tablet can treat varies depending on the tablet's concentration and the amount of water being treated. However, typically one chlorine tablet can treat around 500 gallons of water. It is important to carefully follow the instructions on the product packaging for accurate dosing.
Well, first off 1 gallon is equivalent to 128 fluid ounces. So that leaves us with seeing how many fluid ounces are needed in total. So, 64 x 8 = 512 fl. oz. In terms of gallons, that is equivalent to 4 gallons of pesticide needed to treat 64 acres.
Yes, the word treat is both a noun (treat, treats) and a verb (treat, treats, treating, treated). Examples:noun: I deserve a treat after that boring lecture.verb: I think I'll treat myself to something chocolate.
Treats can be either a plural noun or the third-person singular present tense of the verb "treat". The future tense is "will treat".
set this up as an algebra problem. 1 / 2.5 = x / .5 cross multiply (1 * .5) = 2.5x (1 * .5)/2.5 = x .5/2.5 = x .2 = x .2 ounces or 1/5 ounces would treat a half gallon. how many teaspoons are in 1/5 ounce? this is solved similarly with unit conversions. the answer is 1 and 1/5 teaspoons.
Using regular chlorine bleach (5% solution) at a rate of 6.5 ounces of bleach per 1000 gallons of water gives a chlorination level of 2ppm per 1000 gallons. To get the rate for 2500 gallons, multiply 6.5 by 2 to get 13 ounces for 2000 gallons, then divide 6.5 by 2 to get 3.25 ounces (the amount of bleach needed to treat 500 gallons) and add that to the 13 ounces to get a total of 16.25 ounces of chlorine bleach per 2500 gallons of waterat a level of 2ppm.For a swimming pool, you would likely want a 3ppm chlorine to water ratio (24.375 ounces bleach per 2500 gallons water).