Answer:
Math = 97
English = 66
Explanation:
Let the score of the Math test be x, and the score of the English text be y
Then we have the two equations

To solve for x and y there are multiple ways, one of the easy ways is just to add the two equations together because that would cancel out the y:

Then using the x, we can find y by doing

Therefore, we have a math score of 97, and an English score of 66.