Mathematics
Grade-3-
Easy
Question
Choose the multiplication expression that matches this array.
![](data:image/png;base64,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)
- 2 × 5
- 3 × 5
- 5 × 5
- 3 × 3
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: 3 × 5
In the question there is a array using which we have to find the multiplication expression of that array.
Number of rows in the given array= 5
Number of column in the given array= 3
Multiplication expression of the given array= 3 × 5
So, the multiplication expression of the given array is 3 × 5.
Therefore, the correct option is b, i.e., 3 × 5.
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.