Question
Bentonville has 26 bus routes. Each bus can bring 71 students to school. Find the total students can the buses drive to school altogether.
- 1846
- 216
- 999
- 2016
Hint:
Bentonville has 26 bus routes. Each bus have 71 students. To find the total number of student can drive to school altogether, we just have to multiply both number of them. And use partial product of make your multiplication easy.
The correct answer is: 1846
Here , we have to find the total number of student can drive to school altogether.
Firstly , we have 26 bus routes, each bus have 71 students.
Then ,
1 bus = 71 students
To find 26 bus, we have to multiply 26 to both sides,
1 x 26 row = 26 x 71
We know that the total number of student can drive altogether are 26 x 71, to solve this multiplication we are using partial product rule,
According to partial product,
We can write 26 as 20 and 6, and 71 as 70 and 1 , we separate the ones digit and tens digit. Now by partial product, we have:
20 x 70 = 1400
70 x 6 = 420
20 x 1 = 20
1 x 6 = 6
Now add all the partial product of find the solution.
26 x 71 = 1400 + 420 + 20 + 6
24 x 18 = 1846
Therefore, the total number of student can drive to school altogether are 1,846.
The correct answer is 1,846 (option (a)).
Or,
Bus roots = 26
Each bus has 71 students.
Total students = 26 x 71= 1846.
Here 26 bus and for all route each bus having 71 students , multiply both of them for solution. For multiplication you can use any method , and one of them are partial product , which break your product and makes it easy to solve. Apply same type of concept in similar questions.
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