Calculate the weight of 25ml of Hydrochloric Acid whose density is 1.18g/ml

Calculate the weight of 25ml of Hydrochloric Acid whose density is 1.18g/ml:

  • A. 29.500g
  • B. 2.950g.
  • C. 0.295g.
  • D. 295.00g.
  • D. None of the above.

The correct answer is A. 29.500g.

Here's how to calculate the weight of 25ml of Hydrochloric Acid with a density of 1.18g/ml:

Formula:

  • Weight = Volume × Density

Calculation:

  • Weight = 25 ml × 1.18 g/ml
  • Weight = 29.5 g
Therefore, the weight of 25 ml of Hydrochloric Acid with a density of 1.18g/ml is 29.5 grams.

the Calculation of Hydrochloric Acid Weight:

Understanding Density and Weight:

  • Density: A measure of how much mass is contained in a given volume of a substance. It is expressed in units of grams per milliliter (g/ml).
  • Weight: The force exerted on an object due to gravity. It is expressed in units of grams (g).

The Formula for Calculating Weight:

  • Weight = Volume × Density
This formula states that the weight of a substance is equal to its volume multiplied by its density.

Applying the Formula to Hydrochloric Acid:

In this case, we have:
  • Volume = 25 ml
  • Density = 1.18 g/ml
Substituting these values into the formula, we get:
  • Weight = 25 ml × 1.18 g/ml
  • Weight = 29.5 g
Therefore, the weight of 25 ml of hydrochloric acid with a density of 1.18 g/ml is 29.5 grams.

Additional Considerations:

  • Accuracy of measurements: The accuracy of the calculated weight depends on the accuracy of the volume and density measurements.
  • Temperature and pressure: The density of a substance can vary slightly with changes in temperature and pressure.
  • Units: Ensure that the units for volume and density are consistent (e.g., both in milliliters and grams per milliliter).

Practical Applications:

The ability to calculate the weight of a substance based on its volume and density is essential in various fields, including:
  • Chemistry: Determining the concentration of solutions.
  • Physics: Calculating the mass of objects with irregular shapes.
  • Engineering: Designing and manufacturing products with specific weight requirements.
  • Everyday life: Understanding the weight of common substances.
By understanding the relationship between volume, density, and weight, you can solve a variety of practical problems and calculations.
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