Perfect Squares from 1 to 100
Perfect squares from 1 to 100 is added in the table below,
Perfect Square Numbers From 1 to 100 | ||||
---|---|---|---|---|
1 | = | 1 × 1 | = | 12 |
4 | = | 2 × 2 | = | 22 |
9 | = | 3 × 3 | = | 32 |
16 | = | 4 × 4 | = | 42 |
25 | = | 5 × 5 | = | 52 |
36 | = | 6 × 6 | = | 62 |
49 | = | 7 × 7 | = | 72 |
64 | = | 8 × 8 | = | 82 |
81 | = | 9 × 9 | = | 92 |
100 | = | 10 × 10 | = | 102 |
Perfect Square Formula
Perfect Square Formula: A polynomial or number which when multiplied by itself is called a perfect square. The perfect square is calculated by two algebraic expressions that include: (a + b)² = a² + 2ab + b² and (a – b)² = a² – 2ab + b².
In this article, we have covered the perfect square definition, how to identify perfect square, perfect square formulas, and other related topics in detail.
Table of Content
- What is the Perfect Square Formula?
- How to Identify Perfect Square
- Perfect Square Formula
- Proof of Perfect Square Formula
- Perfect Squares from 1 to 100
- Perfect Square Examples