If p and y are positive integers such that p > y > 1, what is the remainder when 92p × 5p+y + 11y × 6py is divided by 10? Choices
A) A.0 B) B.1 C) C.3 D) D.4 E) E.5
92p × 5p+y + 11y × 6py--1=B.1
<result>B</result>
If p and y are positive integers such that p > y > 1, what is the remainder when 92p × 5p+y + 11y × 6py is divided by 10?