Light Intensity Homework: Solve for Unknown Intensity

In summary, a 60-cd lamp and a lamp of unknown intensity are placed 3m apart and a light meter is used to measure the illuminance from both lamps. Once the light meter reads the same illuminance from both lamps, it is moved to a distance of 1.5m from the 60-cd lamp. Using the equation E = P1/d1^2 = P2/d2^2, the intensity of the unknown lamp can be calculated.
  • #1
J89
30
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Homework Statement


A 60-cd lamp and a lamp of unknown intensity are placed 3m apart. A light meter is moved between the two lamps until it reads the same illuminance from both lamps. The light meter is then 1.5 m away from the 60-cd lamp. What is the intensity of the other lamp?


Homework Equations


E=P/d^2



The Attempt at a Solution


No clue
 
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  • #2
J89 said:

Homework Statement


A 60-cd lamp and a lamp of unknown intensity are placed 3m apart. A light meter is moved between the two lamps until it reads the same illuminance from both lamps. The light meter is then 1.5 m away from the 60-cd lamp. What is the intensity of the other lamp?

Homework Equations


E=P/d^2

Use E = P1/d1^2 = P2/d2^2.
The point is whether the light meter is between the two lamps or outside the two lamps?
 
  • #3


I would approach this problem by first understanding the given information and what is being asked. It is clear that there are two lamps, one with a known intensity of 60-cd and the other with an unknown intensity. The lamps are placed 3m apart and the light meter is moved between them until it reads the same illuminance from both lamps. The final distance between the light meter and the 60-cd lamp is 1.5m.

To solve for the unknown intensity, we can use the equation E=P/d^2, where E is the illuminance, P is the intensity of the lamp, and d is the distance between the lamp and the light meter. Since we know the values of P and d for the 60-cd lamp, we can plug them into the equation and solve for E. This will give us the illuminance at a distance of 1.5m from the 60-cd lamp.

Next, we can use the same equation to solve for the unknown intensity lamp. We know the illuminance at a distance of 1.5m from this lamp (since it was the same as the 60-cd lamp), and we also know the distance between the lamp and the light meter (3m). Plugging these values into the equation will give us the unknown intensity of the lamp.

In summary, by using the equation E=P/d^2 and the given information, we can solve for the unknown intensity lamp. It is important to understand the equations and concepts involved in order to effectively solve scientific problems.
 

Related to Light Intensity Homework: Solve for Unknown Intensity

1. What is light intensity?

Light intensity refers to the amount of light energy per unit area. It is measured in units of lux (lx) or candela per square meter (cd/m2).

2. How is light intensity calculated?

Light intensity can be calculated by dividing the total light energy (in watts) by the area over which the light is spread (in square meters).

3. What is the equation for solving for unknown light intensity?

The equation for solving for unknown light intensity is I = P/A, where I is the light intensity, P is the power of the light source (in watts), and A is the area over which the light is spread (in square meters).

4. How is light intensity measured?

Light intensity is typically measured using a light meter, which is a device that measures the amount of light in a given area. Light meters can measure in units of lux or candela per square meter.

5. How does light intensity affect plants?

Light intensity plays a crucial role in plant growth and development. Too little light can result in stunted growth, while too much light can lead to damage and wilting. Different plants have different light intensity requirements, so it is important to provide the appropriate amount of light for optimal growth.

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