The robot beer company produces [tex]\fbox{\bf1325.5}[/tex] cases in one day.
Further explanation:
Given:
There is a robot beer factory that produces 132554 cases in 100 days.
Calculation:
As it is know that m objects produces [tex]x[/tex] cases in [tex]n[/tex] days, then [tex]m[/tex] objects produces cases in 1 day is [tex]\dfrac{x}{n}[/tex].
As it is given that the robot beer factory that produces 132554 cases in 100 days.
That means robot factory has total 132554 case which is produced by the worker of this company in 100 days.
Then the robot beer factory produces [tex]x[/tex] cases in 50 days is,
[tex]\begin{aligned}x&=132554\times\frac{{50}}{{100}}\\&=66277\\\end{aligned}[/tex]
That means if the robot beer company works for 50 days then the company produces 66277 cases which is the half of the 132554 cases as the number of days reduces to half.
The robot beer factory produces [tex]x[/tex] cases in 1 days is,
[tex]\begin{aligned}x&=132554\times\frac{1}{{100}}\\&=1325.54\\\end{aligned}[/tex]
That means if the robot beer company works for 1 days then the company produces 1325.54 cases which is the one hundredth of the 132554 cases as the number of days reduces to hundred times.
Since, we have to round the cases up to one decimal, the robot beer company produces [tex]\fbox{\bf1325.5}[/tex] cases in one day.
The robot beer company produces [tex]\fbox{\bf1325.5}[/tex] cases in one day.
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Answer detail:
Grade:Middle school
Subject:Mathematic
Chapter: Time and Work
Keywords:robot, factory, beer, 132554, cases, 100, days, 1, time, work, ratio, multiplication, division, 1325.54, 1325.5, produces.
