Identify the most accurate method for measuring the volume of an irregularly shaped unknown object shown below. A. The volume of an irregularly shaped unknown solid cannot be determined. B. Measure the length and use the equation for a cube to calculate the volume. C. Place the solid in a graduated cylinder filled with water, measure the volume of the liquid before and after addition of the solid, and calculate the difference in volumes. D. Look up the density and measure the mass of the solid to calculate volume.
Identify the most accurate method for measuring the volume of an irregularly shaped unknown object shown below. A. The volume of an irregularly shaped unknown solid cannot be determined. B. Measure the length and use the equation for a cube to calculate the volume. C. Place the solid in a graduated cylinder filled with water, measure the volume of the liquid before and after addition of the solid, and calculate the difference in volumes. D. Look up the density and measure the mass of the solid to calculate volume.
Chemistry
10th Edition
ISBN:9781305957404
Author:Steven S. Zumdahl, Susan A. Zumdahl, Donald J. DeCoste
Publisher:Steven S. Zumdahl, Susan A. Zumdahl, Donald J. DeCoste
Chapter1: Chemical Foundations
Section: Chapter Questions
Problem 1RQ: Define and explain the differences between the following terms. a. law and theory b. theory and...
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Chemical Reactions and Equations
When a chemical species is transformed into another chemical species it is said to have undergone a chemical reaction. It consists of breaking existing bonds and forming new bonds by changing the position of electrons. These reactions are best explained using a chemical equation.
Question
| Identify the most accurate method for measuring the volume of an irregularly shaped unknown object shown below. |
| A. | The volume of an irregularly shaped unknown solid cannot be determined. |
| B. |
Measure the length and use the equation for a cube to calculate the volume.
|
| C. |
Place the solid in a graduated cylinder filled with water, measure the volume of the liquid before and after addition of the solid, and calculate the difference in volumes.
|
| D. |
Look up the density and measure the mass of the solid to calculate volume.
|
Transcribed Image Text:### Hexagonal Nut
The image above depicts a hexagonal nut, which is a type of fastener with an internal threaded hole. Hexagonal nuts are among the most commonly used nuts owing to their shape, which offers a large surface area for applying torque. This shape makes them easier to grip with wrenches and allows for full rotation without rounding off the angles.
#### Detailed Explanation:
1. **Shape**: Hexagonal nuts have six sides. This shape is ideal for mounting using a wrench or spanner, providing good grip and leverage.
2. **Internal Thread**: This feature allows the nut to be fastened onto a bolt or a threaded rod, facilitating the assembly of components.
3. **Material**: Typically, hexagonal nuts are made from materials such as steel, brass, stainless steel, or nylon, depending on the application requirements. The material choice affects the nut's strength, corrosion resistance, and functionality in different environments.
#### Applications:
- Hexagonal nuts are widely used in construction, manufacturing, automotive industries, and various machinery.
- They are paired with bolts, screws, and washers to join multiple components securely.
#### Additional Information:
- **Standardization**: They come in various standard sizes, which are typically denominated by the diameter of the internal thread. For example, M8 would refer to a nut fitting an 8mm bolt.
- **Types**: Some variations include lock nuts, which incorporate additional features like a nylon insert to prevent loosening under vibrations.
By understanding the key features and uses of hexagonal nuts, students can appreciate their importance in mechanical assembly and structural engineering.
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