Question

A factory makes 718 toy trains in one day, the toy trains are placed in boxes of 30

Part A: in what place will the first digit of the quotient be?

Part b: How many boxes will be filled?

Part C: how many toy trains will be left over

Answer 1

The first digit of the quotient will be in the hundreds place. A total of 23 full boxes can be made with 718 toy trains, and there will be 28 toy trains left over.

Step-by-step explanation:

To solve this division problem, we need to divide 718 by 30. Let's start with Part A, which asks for the place of the first digit of the quotient. Since 30 is a two-digit number and 718 is a three-digit number, the first digit of the quotient will be in the hundreds place.

For Part B, to find out how many boxes will be filled, we perform the division: 718 ÷ 30 = 23 remainder 28. Thus, 23 full boxes of toy trains can be made.

In Part C, the question is asking about the toy trains left over. Since we have a remainder of 28 when we divide 718 by 30, this will be the number of toy trains that won't fit into a full box.

Answer 2

Part A: The first digit of the quotient would be the tens.

Part B: 23 boxes will be fillied.

Part C: 28 toy trains will be leftover.