what is the weight between 5.5 to 6 ounce when mean is 5,75 ounce and standard deviation is 0.11
To find the weight between 5.5 to 6 ounces given a mean of 5.75 ounces and a standard deviation of 0.11, we can use the concept of standard deviation to calculate the range.
The range is calculated by adding and subtracting the standard deviation from the mean. So in this case, we can calculate the lower and upper bound of the range.
Lower bound (Weight between 5.5 to 6 ounces):
Lower bound = mean - standard deviation
Lower bound = 5.75 - 0.11
Lower bound ≈ 5.64 ounces
Upper bound (Weight between 5.5 to 6 ounces):
Upper bound = mean + standard deviation
Upper bound = 5.75 + 0.11
Upper bound ≈ 5.86 ounces
Therefore, the weight between 5.5 to 6 ounces, when the mean is 5.75 ounces and the standard deviation is 0.11 ounces, falls within the range of approximately 5.64 to 5.86 ounces.