To find the value of x on the frequency density axis, we need to determine the range of honey production in terms of frequency.
The range of honey production is between 16kg and 18kg.
Let's assume that the frequency density represents the number of beehives producing honey within that particular range.
So, the value of x would represent the midpoint of the range, which is the average of 16kg and 18kg.
Midpoint = (16kg + 18kg) / 2
Midpoint = 34kg / 2
Midpoint = 17kg
Therefore, the value of x on the frequency density axis is 17 kg.
800 behives each produced between 16kg and 18kg of honey. Use this information to work out the value of x on the frequency density axis. If your answer is a decimal, give it to 1dp
3 answers
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Apologies for the previous incorrect response.
To find the value of x on the frequency density axis, we need to determine the midpoint of the range of honey production per beehive.
The midpoint of the range of honey production is the average of 16kg and 18kg:
Midpoint = (16kg + 18kg) / 2
Midpoint = 34kg / 2
Midpoint = 17kg
Therefore, the value of x on the frequency density axis is 17 kg.
To find the value of x on the frequency density axis, we need to determine the midpoint of the range of honey production per beehive.
The midpoint of the range of honey production is the average of 16kg and 18kg:
Midpoint = (16kg + 18kg) / 2
Midpoint = 34kg / 2
Midpoint = 17kg
Therefore, the value of x on the frequency density axis is 17 kg.