In the final exam, Xiao Min got 92 points in math and 90 points in Chinese. His English score is 4 points higher than the average of these three subjects. How many points did he get in the English exam? The English score is 4 points higher than the average score of these three subjects. Assign the higher 4 points to the other two subjects, so that the two subjects can reach the average height, so the total score of mathematics and Chinese plus 4 points is the sum of the average height of the two subjects.

The average score is (92+90+4) ÷ 2 = 93 (points). The English score is 93+4 = 97 (points).

The arithmetic solution is: (92+90+4) ÷ 2 = 93 (minutes) 93+4 = 97 (minutes).

The equation is solved as follows:

Solution: Assuming that the three subjects are equally divided into X, the question means:

3x-x-4 = 92+90 (if you remove an average score from the total score of three subjects and then remove 4 points higher than English, it is equivalent to removing it.

2x-4= 182 an English score. )

2x= 186

x=93

93+4 = 97 (point)

A: The English score is 97.

I hope I can solve your problem.