On Sunday morning, Pugsley and Wednesday are trading pet spiders. If Pugsley were to give Wednesday four of his spiders, Wednesday would then have four times as many spiders as Pugsley does. But, if Wednesday were to give Pugsley five of her spiders, Pugsley would now have five fewer spiders than Wednesday had before they traded. How many pet spiders does Pugsley have before the trading game commences?	Choose the correct choice from the following choices:
A) 6  B) 7  C) 8  D) 10  E) 12
If Pugsley were to give Wednesday four of his spiders, Wednesday would then have five times as many spiders as Pugsley does:   (w + 4) = 4(p - 4)   If Wednesday were to give Pugsley five of her spiders, Pugsley would now have five fewer spiders than Wednesday had before they traded:   p + 5  (  + 4)= 
<gadget id="calculator"> (  + 4)</gadget>
<output>4</output>
4(p - 4)   If Wednesday were to give Pugsley five of her spiders, Pugsley would now have five fewer spiders than Wednesday had before they traded:   p + 5= w - 5   Solving gives p = 10 and w = 20.   Answer: 10.
<result>D</result>
On Sunday morning, Pugsley and Wednesday are trading pet spiders. If Pugsley were to give Wednesday four of his spiders, Wednesday would then have four times as many spiders as Pugsley does. But, if Wednesday were to give Pugsley five of her spiders, Pugsley would now have five fewer spiders than Wednesday had before they traded. How many pet spiders does Pugsley have before the trading game commences?