According to the meaning of the problem, the equation is obtained:
(x+ 10)*y= 1000 ①
x*(25-y)= 1000+350 ②
Get from (1)
y= 1000/(x+ 10) ③
Substitute ③ into ② to get.
x *[25- 1000/(x+ 10)]= 1350
arrange
25x^2-2 100x- 13500=0
Get a solution
x 1=90
X2=-6 (irrelevant, omitted. )
Substitute x≈8 1 into ③.
y= 1000/(90+ 10)
y= 10
25- 10= 15 (box)
That is, if A inputs 10 boxes of drinks, then B inputs 15 boxes of drinks.