The total number of apples picked was 110 + 300 = <<110+300=410>>410.
Thus, the fraction of apples sold as fresh fruit is (410 - 300) / 410 = 110 / 410, or 11/41. Answer: \boxed{\frac{11}{41}}
Thus, the fraction of apples sold as fresh fruit is (410 - 300) / 410 = 110 / 410, or 11/41. Answer: \boxed{\frac{11}{41}}
His son is 1/14 times taller than him, so we multiply 623 feet by 1/14:
623 feet * 1/14 = 44.5 feet.
Therefore, the son is \boxed{44.5} feet tall.
Let's break down the problem step by step:
1. Start with the total number of apples picked: Let's call this value "Total".
2. Subtract the number of apples discarded as defective: We know that 110 apples were discarded, so this leaves us with Total - 110.
3. Subtract the number of apples used for making cider: We know that 300 apples were used for cider, so this leaves us with (Total - 110) - 300.
4. Calculate the number of apples sold as fresh fruit: This would be the remaining amount after subtracting the cider apples, which is (Total - 110) - 300.
Now that we have the number of apples sold as fresh fruit, we can express it as a fraction of the total number of apples picked:
Fraction of apples sold as fresh fruit = (Number of apples sold as fresh fruit) / (Total number of apples picked)
Substituting the values we found above, the fraction of apples sold as fresh fruit is:
Fraction of apples sold as fresh fruit = [(Total - 110) - 300] / Total
This fraction will be the answer to the question.