16/23 parts mix.
A 1:1 ratio can be defined in terms of volume or in terms of mass (weight). In either case, if the solution does not already contain water, a 1:1 ratio will require the same quantities of the solution and of water. The question suggests that the ratio is by mass, so add 32 ounces (mass) of water.
The order of a ratio only matters as far as the "title" or "description" of the ratio. A bottle of squash may say "dilute this in the ratio of 1:5 with water". This would formally be stated as "the ratio of squash to water is 1:5", ie for every 1 part of squash there is, there should be 5 parts of water. Each part of the ratio refers to a specific part of the description: the first part of the ratio (in this case "1") refers to the first part of the description (in this case "squash") and the second part of the ratio ("5") refers to the second part of the description ("water"). If the ratio is reversed WITHOUT reversing the "titles", it becomes the ratio of squash to water is 5:1 meaning for every 5 parts squash there is only 1 part water - a very concentrated drink that will not be very nice to drink (nor very healthy for the teeth) - which is not the same. However, reversing the "title" of the ratio as well as the ratio itself is perfectly acceptable as each part of the ratio still refers to the same thing: above would be come the ratio of water to squash is 5:1 meaning that for every 5 parts of water there is 1 part of squash - the "5" still refers to "water" and the "1" still refers to "squash".
That depends what "it" is - what exactly you want to achieve.
If you take one teaspoon of vinegar and add two teaspoons of water, one cup of vinegar to two cups of water or use any other containers using one of vinegar and two of water, you have have a ratio of 1:2 of vinegar and water.
With a ratio of 2:1 there are 2 + 1 = 3 parts.Therefore 1 part of 90 litres is 90 litres ÷ 3 = 30 litres.Thus the mixture currently contains:2 parts milk → 2 × 30 litres = 60 litres of milk; and1 part water → 1 × 30 litres = 30 litres of water.The final mixture has 1 part milk to 2 parts water.This time the mixture contains 1 part of milk = 60 litres as calculated above (adding water does not change the volume of milk in the mixture, just the ratio of milk:water).Thus the amount of water in the final mixture is 2 parts = 2 × 60 litres = 120 litres.There is already 30 litres of water (as calculated above), so 120 litres - 30 litres = 90 litres of water needs to be added to the original mixture with a ratio of 2:1 to get the final mixture with a ratio of 1:2.90 litres of water needs to be added.
4 OUNCES
use 1 ounce of whatever you are using with 100 ounces of water.
If you are using ounces, it is 1 oz cartpet shampoo and 8 oz water.
Ten parts to one means that for every ten parts of one item (say water) there is one part of another item (say juice). The ratio of juice to water is 1:10. So if there's 128 oz of juice than the ratio of juice to water is also 128:x where x is the value in ounces of water in the solution. Now we cross multiply (multiply the corners of the fraction). This leads to 1 * x = 12 * 128. So now we can see that x = 1280. So if there are 128 ounces of juice in the mixture then there are 1280 ounces of water in the mixture. Note: Water and juice are arbitrarily chosen items used to help explain the concept.
The ratio of water used in cooking to 80 oz of rice is around 2:1 depending on the type of rice you are cooking.
Mixing things in 'parts' is using a ratio when mixing different things together. It depends upon what you are mixing with it. If you are mixing bleach to water at a ratio of 1 part bleach to 3 parts water, you would add a cup of bleach and three cups of water to equal one quart.
120 ounces
hydrogen and oxygen in 2 : 1 ratio
yes. a ratio of two to one.
The ratio of the mix is 4:5.... therefore you would need 12 parts bleach to 15 parts water.
10 parts water to 1 part acid
A 1:1 ratio can be defined in terms of volume or in terms of mass (weight). In either case, if the solution does not already contain water, a 1:1 ratio will require the same quantities of the solution and of water. The question suggests that the ratio is by mass, so add 32 ounces (mass) of water.