Mathematics
Grade-3-
Easy
Question
Find the multiplication sentence this array show.
![](data:image/png;base64,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)
- 2 × 6
- 4 × 6 = 24
- 5 × 6 = 24
- 4 × 7 = 28
Hint:
There are four operations in mathematics which we can use while solving a problem, one of them is multiplication. Multiplication is the repeated addition of the same number a number of times. It is also known as a method of finding product of two or more numbers by multiplying them. Here, we have to find the multiplication expression of the given array.
The correct answer is: 4 × 6 = 24
In the given question there is an array using which we have to find the multiplication expression of the given array.
The number of rows = 4
The number of columns = 6
The multiplication expression of the given array= 6×4=24.
So, the multiplication of the array will be 6×4=24.
Therefore, the correct option is b, i.e., 6×4=24.
For simple multiplication we have to remember the multiplication table of one-digit numbers and for two-digit number we can find it using the multiplication table of one-digit numbers. Here, we have to find the product of one digit number.