When x + p is divided by p + 1, the quotient is n and there is no remainder. Which of the following must be the value of x?  Pick one:
A) n(p +1)	B) n(p − 1)	C) p(n + 1)	D) p(n - 1) + n	E) n(p + 1) (p − 1)
Given in question (x+p)/p+1= n   =&gt; x+p= n(p+1)   =&gt;x= np+n-p   or x= np-p+n   Now we are good to check the options   x= p(n-1) + n   Answer p(n - 1) + n
<result>D</result>
When x + p is divided by p + 1, the quotient is n and there is no remainder. Which of the following must be the value of x?