
Here we will show you two ways of finding the unit digit of the square of 16503. First, we will define what the unit digit of the square of 16503 means. Next, we will find the unit digit of the square of 16503 using the Rule Method, and then we will find the unit digit of the square of 16503 using the Math Method.
The last digit (one digit) of the product you get when you multiply 16503 by itself is the unit digit of the square of 16503.
Rule Method
The unit digit of any square will never be 2, 3, 7, or 8. It can be only 0, 1, 4, 5, 6, or 9. Furthermore, the unit digit of the square of a number depends on its units digit. In other words, the unit digit of the square of 16503 depends on 3, because that is the last digit in 16503. Here are the rules:
Rule A) If the unit digit of a number is 0, then the unit digit of the square of that number is 0.
Rule B) If the unit digit of a number is 1 or 9, then the unit digit of the square of that number is 1.
Rule C) If the unit digit of a number is 2 or 8, then the unit digit of the square of that number is 4.
Rule D) If the unit digit of a number is 5, then the unit digit of the square of that number is 5.
Rule E) If the unit digit of a number is 4 or 6, then the unit digit of the square of that number is 6.
Rule F) If the unit digit of a number is 3 or 7, then the unit digit of the square of that number is 9.
The unit digit of 16503 is 3, therefore Rule F applies, and the unit digit of the square of 16503 is 9.
Unit digit of the square of 16503 = 9
Math Method
The unit digit of the square of a number depends on its units digit with this method too. Here you multiply the unit digit of the number by itself, and then look at the unit digit of that product. Again, the unit digit of 16503 is 3, so you multiply 3 by itself, and then look at the unit digit to get the answer once again:
3 × 3 = 9
Unit digit of 9 is 9.
Unit digit of the square of 16503 = 9
Of course, instead of using either of the methods above, you can multiply 16503 by itself if you have the time or a calculator, and then identify the unit digit to get the answer to the unit digit of the square of 16503. We did that below to double-check that our answer is correct:
16503 × 16503 = 272349009
Unit digit of 272349009 is 9.
Unit digit of the square of 16503 = 9
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