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Bareboat Yacht Charter Thailand - 2 1 ml of pollutant divided by 99 ml of water gives 1/99, which when multiplied by 100 gives 1.01% 😉 want a more accurate answer? Calculate the total volume of the solution. Here, the total volume of the solution is 99 ml (water) + 1 ml. Fill the small bottle with 10 ml of water and add 1 drop of red food coloring. If one drop were to equal 0.01 mg of pollutant, express the resulting concentration in mg/liter. One adds 1 ml of concentration 1000 mg/l or ppm stock, and in a 100 ml volumetric flask, adds 99 ml of distilled water with a concentration of 0 mg/l or ppm to yield 100 ml of 10 mg/l. The correct option is c. Concentration is typically expressed as the ratio of the amount of solute (pollutant, in this case) to the total volume of the solution. We have \ ( 1 \mathrm {ml} \) of pollutant mixed with \ ( 99 \mathrm {ml} \) of water, giving us a total volume of \ ( 100. Since there are 99 ml of water and 1 ml of pollutant, the ratio is 1:99.

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The total volume is the sum of the water and the pollutant: This simplifies to 1:100, which means for every 1 part of pollutant, there are 100 parts of the mixture. In this scenario, the solute is the pollutant, and the solvent is the water. The correct option is c. Here, the total volume of the solution is 99 ml.

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The correct option is c. The concentration of the pollutant in the mixture can be calculated by considering the volume of water and the volume of pollutant. 2 1 ml of pollutant divided by 99 ml of water gives 1/99, which when multiplied by 100 gives 1.01% 😉 want a more accurate answer? If you have 99 ml of water.

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One adds 1 ml of concentration 1000 mg/l or ppm stock, and in a 100 ml volumetric flask, adds 99 ml of distilled water with a concentration of 0 mg/l or ppm to yield 100 ml of 10 mg/l. If you have 99 ml of water mixed with 1 ml of pollutant, the concentration of pollutant is 1:100, meaning there.

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One adds 1 ml of concentration 1000 mg/l or ppm stock, and in a 100 ml volumetric flask, adds 99 ml of distilled water with a concentration of 0 mg/l or ppm to yield 100 ml of 10 mg/l. Get step by step solutions within seconds. Fill the small bottle with 10 ml of water and add 1 drop of.

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We have \ ( 1 \mathrm {ml} \) of pollutant mixed with \ ( 99 \mathrm {ml} \) of water, giving us a total volume of \ ( 100. Concentration is typically expressed as the ratio of the amount of solute (pollutant, in this case) to the total volume of the solution. Determine the ratio of pollutant to. Since there.

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If one drop were to equal 0.01 mg of pollutant, express the resulting concentration in mg/liter. If you have 99 ml of water mixed with 1 ml of pollutant, the concentration of pollutant is 1:100, meaning there is one part pollutant per one. If you have 1 ml of water mixed with 1 ml of pollutant, what is the ratio.

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The concentration of the pollutant in the mixture can be calculated by considering the volume of water and the volume of pollutant. Concentration is typically expressed as the ratio of the amount of solute (pollutant, in this case) to the total volume of the solution. In this scenario, the solute is the pollutant, and the solvent is the water. Get.

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Determine the ratio of pollutant to. 2 1 ml of pollutant divided by 99 ml of water gives 1/99, which when multiplied by 100 gives 1.01% 😉 want a more accurate answer? Get step by step solutions within seconds. Fill the small bottle with 10 ml of water and add 1 drop of red food coloring. Here, the total volume.

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The total volume is the sum of the water and the pollutant: Determine the ratio of pollutant to. If you have 1 ml of water mixed with 1 ml of pollutant, what is the ratio of the water to the pollutant? If one drop were to equal 0.01 mg of pollutant, express the resulting concentration in mg/liter. 99 ml +.

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If one drop were to equal 0.01 mg of pollutant, express the resulting concentration in mg/liter. Get step by step solutions within seconds. If you have 99 ml of water mixed with 1 ml of pollutant, the concentration of pollutant is 1:100, meaning there is one part pollutant per one. Since we have 100 ml of water and 100 ml.