A certain research group plans to create computer models of x% of a list of 10,000 bacterial species known to inhabit the human body. After a budget cut, the group finds it must reduce this selection by (x − 6)%. In terms of x, how many species of bacteria will the group be able to model?	Choose the correct choice from the following.
A) (x)*(106 - x)
B) (x)(105 – x)
C) (100)(105 – x)
D) (100)(95 – x)
E) (x-5)/100
Initial: (x/100)*10000 = 100x (bacterial species)   (x)*(106 - x)fter reduce BY (x - 6)%, the percentage of bacterial species = 1 - (x - 6)% = 1 - (x - 6)/100 = (106 - x)/100   Note: Difference between reduce to[means: the remain] and reduce by[means: the remain = 1 -reduce by]   So, the number of bacterial species after reducing: 100x*(106 - x)/100 = (x)*(106 - x)   (x)*(106 - x)ns is (x)*(106 - x).
<result>A</result>
A certain research group plans to create computer models of x% of a list of 10,000 bacterial species known to inhabit the human body. After a budget cut, the group finds it must reduce this selection by (x − 6)%. In terms of x, how many species of bacteria will the group be able to model?