To solve the exercise, you can first know how many words per minute George and Patricia can type.
*For George, you can replace x = 1 in the equation given

Then, George can type 40 words per minute.
*For Patricia, you can apply the ratio with any of the rows given in the table

Then, Patricia can type 75 words per minute.
Now, you have

Therefore, the correct answer is A. because Patricia can type 35 more words per minute than George.