Question

EdWear has printing facilities in 3 cities, 2 factories in each city with 5 T- shirt printing machines in each of them. If each machine can print 10 T-shirts daily, how many T- Shirts will be printed by EdWear in 1 day?

• A. 100
• B. 200
• C. 300
• D. 400

Answer 1

The correct option is C 300

Number of cities $=y$
Each city has factories $=2$
$2\times y=2y$
Number of factories $=2y$
Total Machines = $5\times$ (Number of factories)
$=5\times \left(2y\right)=10y$
Total Machines are $10y$.
T- Shirts that will be printed by EdWear each day $=x\times$ Number of Machines
$=x\times \left(10y\right)=10xy$
If we take $x=10$ and $y=3$ and put in $10xy$
Number of Machines
$=10\times (10\times 3)=300$
Therefore Total number of T- Shirts that will be printed by EdWear each day at all the factories in all the cities is $300$.