Answer:
40 and 65 respectively
Explanation:
let no. of P 5 be x
and p 10 be y 
now 
x + y = 105 
or, x =105 - y....(!)
 
again 
5x + 10y = 850
 or , x =( 850 - 10y)÷5....(!!) 
 from equation (i ) and (ii)
 105 - y = (850 - 10y ) ÷ 5 
or, (105 - y)5 = 850 -10 y
 or, 525 - 5y = 850 - 10y 
or, 10y - 5y = 850 - 525 
or, 5y = 325
or, y = 65 
now, 
x = 105 - 65
x = 40 
hence , 
 
P5 = 40 
p10 = 65