Final answer:
The student has provided a series of numerical values or fractions for the variable 'n'. There is no actual problem to solve; the values assigned to 'n' are already presented. The only simplification necessary is for 'e', where 'n' equals 32/48, which when simplified becomes 2/3.
Step-by-step explanation:
The student's question involves calculation of missing numbers represented by the variable n in various fractions or numbers. It seems that n in each problem simply represents the numerical value already given, meaning there is no missing value to find. Let's review each:
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- a. n = 5/7 - Here, n is the fraction 5/7.
- b. n = 1/4 - For this item, n is the fraction 1/4.
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- c. n = -3/5 - n is -3/5, indicating a negative fraction.
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- d. n = -1/3 - This is another negative fraction, with n being -1/3.
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- e. n = 32/48 - If we simplify this fraction by dividing both the numerator and the denominator by their greatest common divisor, which is 16, we get 2/3. So, the simplified value of n is 2/3.
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- f. n = 3/2 - Here, n is an improper fraction, equal to 1.5 in decimal form.