1. name the two locations that a compound light microscope uses to enlarge or magnify images.
2. what is the magnification power of the ocular lens of the microscopes in our classroom?
3. what are the magnification powers of objectives of the microscopes in our classroom?
(low)
(med)
(high)
4. calculate the total magnification of an image viewed under low power in our microscope.
5. calculate the total magnification of an image viewed under med power in our microscope.
6. calculate the total magnification of an image viewed under high power in our microscope.
7. calculate the total magnification of a microscope whose ocular lens has a magnification power of 10x and a high power objective lens of 60x.

Question

1. name the two locations that a compound light microscope uses to enlarge or magnify images.
2. what is the magnification power of the ocular lens of the microscopes in our classroom?
3. what are the magnification powers of objectives of the microscopes in our classroom?
   (low)
   (med)
   (high)
4. calculate the total magnification of an image viewed under low power in our microscope.
5. calculate the total magnification of an image viewed under med power in our microscope.
6. calculate the total magnification of an image viewed under high power in our microscope.
7. calculate the total magnification of a microscope whose ocular lens has a magnification power of 10x and a high power objective lens of 60x.

Accepted Answer

### Question 1
# Brief Explanations:
A compound light microscope magnifies images using the ocular (eyepiece) lens and the objective lenses. These two components work together to increase the size of the specimen's image.
# Answer:
Ocular (eyepiece) lens and Objective lenses

### Question 2
# Brief Explanations:
In most classroom compound light microscopes, the ocular (eyepiece) lens typically has a magnification power of 10×. This is a standard magnification for the eyepiece to provide a clear initial magnification before multiplying with the objective lens magnification.
# Answer:
10×

### Question 3
# Brief Explanations:
For typical classroom microscopes, the low - power objective usually has a magnification of 4×, the medium - power objective is often 10×, and the high - power objective is commonly 40× (or sometimes 100× for oil immersion, but for regular high - power in classroom setups without oil, 40× is common).
# Answer:
- (Low): 4×
- (Med): 10×
- (High): 40× (or 100× for oil immersion, but 40× is common for non - oil high power in classrooms)

### Question 4
# Explanation:
## Step1: Recall total magnification formula
The total magnification ($M_{total}$) of a microscope is calculated by multiplying the magnification of the ocular lens ($M_{ocular}$) by the magnification of the objective lens ($M_{objective}$). The formula is $M_{total}=M_{ocular}	imes M_{objective}$.
## Step2: Identify magnifications
From previous answers, the ocular lens magnification ($M_{ocular}$) is 10× and the low - power objective magnification ($M_{objective(low)}$) is 4×.
## Step3: Calculate total magnification
Substitute the values into the formula: $M_{total}=10	imes4 = 40	imes$.
# Answer:
40×

### Question 5
# Explanation:
## Step1: Recall total magnification formula
The formula for total magnification is $M_{total}=M_{ocular}	imes M_{objective}$.
## Step2: Identify magnifications
The ocular lens magnification ($M_{ocular}$) is 10× and the medium - power objective magnification ($M_{objective(med)}$) is 10×.
## Step3: Calculate total magnification
Substitute the values: $M_{total}=10	imes10 = 100	imes$.
# Answer:
100×

### Question 6
# Explanation:
## Step1: Recall total magnification formula
The formula is $M_{total}=M_{ocular}	imes M_{objective}$.
## Step2: Identify magnifications
The ocular lens magnification ($M_{ocular}$) is 10× and the high - power objective magnification ($M_{objective(high)}$) is 40× (or 100× for oil immersion). Let's use 40× for non - oil high power.
## Step3: Calculate total magnification
Substitute the values: $M_{total}=10	imes40 = 400	imes$ (if using 100× for high power, it would be $10	imes100 = 1000	imes$).
# Answer:
400× (or 1000× if high - power objective is 100×)

### Question 7
# Explanation:
## Step1: Recall total magnification formula
The formula for total magnification is $M_{total}=M_{ocular}	imes M_{objective}$.
## Step2: Identify magnifications
The ocular lens magnification ($M_{ocular}$) is 10× and the high - power objective magnification ($M_{objective(high)}$) is 60×.
## Step3: Calculate total magnification
Substitute the values into the formula: $M_{total}=10	imes60 = 600	imes$.
# Answer:
600×

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