Final answer:
Assuming the question compares fractions representing a pea section and a carrot section, the pea section is 1/32 larger than the carrot section, shown by subtracting the carrots' fraction from the peas' fraction.
Step-by-step explanation:
To find the equation that shows how much larger the pea section is over the carrot section, we can subtract the carrot section from the pea section. The pea section is represented by the fraction 3/32 and the carrot section is represented by the fraction 4/32. Subtracting the carrot section from the pea section gives us:
Pea section - Carrot section = 3/32 - 4/32
Simplifying the equation, we get:
-1/32
Therefore, the equation that shows how much larger the pea section is over the carrot section is -1/32.
The question is asking to write an equation that represents how much larger the pea section is compared to the carrot section in a certain context. Unfortunately, the context to provide a factual equation is missing. However, if the representation meant that the pea section was 4/32 and the carrot section was 3/32, then we could subtract the fraction representing the carrot section from the fraction representing the pea section to find the difference.
The equation would be:
Pea section - Carrot section = Difference
\(\frac{4}{32} - \frac{3}{32} = \frac{1}{32}\)
This shows that the pea section is 1/32 larger than the carrot section.