When (6767 +67) is divided by 68, the remainder is?	Select:	A) 58	B) 59	C) 62	D) 66	E) 67
=&gt; (67^67 + 1) is divisible by (67 + 1)   =&gt; (67^67 + 1) is divisible by 68   =&gt; (67^67+1) ÷ 68 gives a remainder of 0   =&gt; [(67^67+1) + 66] ÷ 68 gives a remainder of 66   =&gt; (67^67 + 67) ÷ 68 gives a remainder of 66   Option 66
<result>D</result>
When (6767 +67) is divided by 68, the remainder is?