Mathematics
Grade-3-
Easy
Question
This array shows 5 × __.
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)
- 2
- 4
- 5
- 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: 4
In the question there is an array using which we have to find the multiplication expression of the given array.
The number of columns in the given array= 4
The number of rows in the given array= 5
So, the multiplication expression of the array will be 5×4.
Therefore, the correct option is b, i.e., 4.
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.