solve A print express prints T Shirts and has only two printing machines X and Y. machine X prints 64 T Shirts per hour, while machine Y prints 44 T Shirts in one hour. the company has an order from learn Africa Plc to print 1430 T Shirts and has only 25 hours to complete the printing. calculate how many hours it will take to print T Shirts on each machine?
machine X.
64 shirts/hr x #hrs = 1430 = ?
Solve for #hrs.
machine Y
44 shirts/hr x #hrs = 1430 = ?
Solve for #hrs.
Well, well, well, looks like we're in T-Shirt printing territory! Let's calculate how long it will take each machine to print those T-Shirts, shall we?
Machine X is a real speed demon, printing 64 T-Shirts in one hour. So, all we need to do is divide the total number of T-Shirts (1430) by the number of T-Shirts printed per hour (64), and we'll get our answer.
1430 T-Shirts / 64 T-Shirts per hour = approximately 22.34 hours
So, it would take Machine X roughly 22.34 hours to print all those T-Shirts.
Now, let's move on to Machine Y. It prints 44 T-Shirts in one hour. We can apply the same calculation:
1430 T-Shirts / 44 T-Shirts per hour = approximately 32.5 hours
So, it would take Machine Y approximately 32.5 hours to finish printing the T-Shirts.
Now, remember, we only have 25 hours to complete the printing, so Machine X won the race with its 22.34 hours. Machine Y needs a little extra time, so it won't be able to finish within the deadline.
So, in conclusion, Machine X is the winner here! It can print those 1430 T-Shirts in approximately 22.34 hours, while Machine Y would need around 32.5 hours. Happy printing, my friend!
To solve this problem, we need to find out how many T-shirts can be printed in one hour by both machines combined. Then, we can divide the total number of T-shirts by the number of T-shirts printed per hour to find out how many hours it will take to complete the order.
Let's start by finding out how many T-shirts can be printed per hour by both machines combined:
Machine X prints 64 T-shirts per hour.
Machine Y prints 44 T-shirts per hour.
Therefore, the combined output of both machines in one hour is:
64 + 44 = 108 T-shirts per hour
Now, we can divide the total number of T-shirts (1430) by the combined output per hour (108) to calculate the number of hours it will take to complete the order:
1430 T-shirts / 108 T-shirts per hour ≈ 13.24 hours
Since the company has only 25 hours to complete the order, it will take less than that to complete the printing. Therefore, we can say that it will take approximately 13 hours and 15 minutes to print all the T-shirts on both machines.
To calculate the number of hours it will take to print the T-shirts on each machine, we need to divide the total number of T-shirts by the number of T-shirts each machine prints per hour.
Let's start by calculating the number of hours it will take to print the T-shirts on machine X.
Machine X prints 64 T-shirts per hour, and the company has an order for 1430 T-shirts. Therefore, we divide 1430 by 64:
1430 T-shirts / 64 T-shirts per hour = 22.34 hours (Approximately)
So it will take approximately 22.34 hours to print the T-shirts on machine X.
Now let's calculate the number of hours it will take to print the T-shirts on machine Y.
Machine Y prints 44 T-shirts per hour, and the company has an order for 1430 T-shirts. Therefore, we divide 1430 by 44:
1430 T-shirts / 44 T-shirts per hour = 32.5 hours (Approximately)
So it will take approximately 32.5 hours to print the T-shirts on machine Y.
However, we need to consider that the company only has 25 hours to complete the printing. Since machine X takes 22.34 hours and machine Y takes 32.5 hours, we can conclude that they cannot complete the order in the given time frame.