Pattern Analysis:
To solve this question, we need to analyze the given patterns and determine the relationship between the numbers in each set.

Pattern 1:
Let's analyze the first pattern given: 2 3=8. The equation can be rewritten as 2^3 = 8. Here, the first number is the base, the second number is the exponent, and the answer is the result of raising the base to the exponent.

Pattern 2:
Moving on to the second pattern: 3 7=27. The equation can be rewritten as 3^3 = 27. Similar to the first pattern, the first number is the base, the second number is the exponent, and the answer is the result of raising the base to the exponent.

Pattern 3:
Now let's analyze the third pattern: 4 5=32. The equation can be rewritten as 4^2 = 32. Again, the first number is the base, the second number is the exponent, and the answer is the result of raising the base to the exponent.

Pattern 4:
Next, let's analyze the fourth pattern: 5 8=60. The equation can be rewritten as 5^3 = 60. Similar to the previous patterns, the first number is the base, the second number is the exponent, and the answer is the result of raising the base to the exponent.

Pattern 5:
Moving on to the fifth pattern: 6 7=72. The equation can be rewritten as 6^2 = 72. Once again, the first number is the base, the second number is the exponent, and the answer is the result of raising the base to the exponent.

Pattern 6:
Lastly, let's analyze the sixth pattern: 7 8=?. To find the answer, we need to determine the relationship between the base and the exponent in this pattern. Looking at the previous patterns, we can see that the exponent is either the same as the second number or one less than the second number.

Final Analysis:
Based on the given patterns, it seems that the exponent is either the same as the second number or one less than the second number. Applying this analysis to the sixth pattern, we can conclude that the answer is 7^1 = 7.

Therefore, the answer to the question is 7 8=7.

7 8= 98