Squares 1 come 100 is the list of squares of every numbers native 1 come 100. The worths of squares from 1 come 100 variety from 1 come 10000. Mental these worths will assist students to simplify the time-consuming math equations quickly. The square 1 to 100 in the exponential type is expressed as (x)2.

You are watching: Square root chart 1-200

Square 1 come 100:

Exponent form: (x)2Highest Value: 1002 = 10000Lowest Value: 12 = 1
 1 Square 1 to 100 2 Square 1 come 100 PDF 3 How to calculate Square 1 to 100? 4 FAQs

### Squares 1 to 100 Chart Learning squares 1 to 100 can assist students to recognize all perfect squares as much as 5 digits and approximate a square source by interpolating in between known squares. The worths of squares 1 come 100 are detailed in the table below.

 List of all Squares from 1 to 100 12 = 1 22 = 4 32 = 9 42 = 16 52 = 25 62 = 36 72 = 49 82 = 64 92 = 81 102 = 100 112 = 121 122 = 144 132 = 169 142 = 196 152 = 225 162 = 256 172 = 289 182 = 324 192 = 361 202 = 400 212 = 441 222 = 484 232 = 529 242 = 576 252 = 625 262 = 676 272 = 729 282 = 784 292 = 841 302 = 900 312 = 961 322 = 1024 332 = 1089 342 = 1156 352 = 1225 362 = 1296 372 = 1369 382 = 1444 392 = 1521 402 = 1600 412 = 1681 422 = 1764 432 = 1849 442 = 1936 452 = 2025 462 = 2116 472 = 2209 482 = 2304 492 = 2401 502 = 2500 512 = 2601 522 = 2704 532 = 2809 542 = 2916 552 = 3025 562 = 3136 572 = 3249 582 = 3364 592 = 3481 602 = 3600 612 = 3721 622 = 3844 632 = 3969 642 = 4096 652 = 4225 662 = 4356 672 = 4489 682 = 4624 692 = 4761 702 = 4900 712 = 5041 722 = 5184 732 = 5329 742 = 5476 752 = 5625 762 = 5776 772 = 5929 782 = 6084 792 = 6241 802 = 6400 812 = 6561 822 = 6724 832 = 6889 842 = 7056 852 = 7225 862 = 7396 872 = 7569 882 = 7744 892 = 7921 902 = 8100 912 = 8281 922 = 8464 932 = 8649 942 = 8836 952 = 9025 962 = 9216 972 = 9409 982 = 9604 992 = 9801 1002 = 10000

### ☛ Squares 1 come 100 PDF

The students space advised to memorize this squares 1 to 100 values extensively for quicker math calculations.

## Square 1 to 100 - also Numbers

The table below shows the worths of squares indigenous 1 come 100 for even numbers.

 22 = 4 42 = 16 62 = 36 82 = 64 102 = 100 122 = 144 142 = 196 162 = 256 182 = 324 202 = 400 222 = 484 242 = 576 262 = 676 282 = 784 302 = 900 322 = 1024 342 = 1156 362 = 1296 382 = 1444 402 = 1600 422 = 1764 442 = 1936 462 = 2116 482 = 2304 502 = 2500 522 = 2704 542 = 2916 562 = 3136 582 = 3364 602 = 3600 622 = 3844 642 = 4096 662 = 4356 682 = 4624 702 = 4900 722 = 5184 742 = 5476 762 = 5776 782 = 6084 802 = 6400 822 = 6724 842 = 7056 862 = 7396 882 = 7744 902 = 8100 922 = 8464 942 = 8836 962 = 9216 982 = 9604 1002 = 10000

## Square 1 to 100 - weird Numbers

The table listed below shows the values of squares native 1 come 100 for odd numbers.

 12 = 1 32 = 9 52 = 25 72 = 49 92 = 81 112 = 121 132 = 169 152 = 225 172 = 289 192 = 361 212 = 441 232 = 529 252 = 625 272 = 729 292 = 841 312 = 961 332 = 1089 352 = 1225 372 = 1369 392 = 1521 412 = 1681 432 = 1849 452 = 2025 472 = 2209 492 = 2401 512 = 2601 532 = 2809 552 = 3025 572 = 3249 592 = 3481 612 = 3721 632 = 3969 652 = 4225 672 = 4489 692 = 4761 712 = 5041 732 = 5329 752 = 5625 772 = 5929 792 = 6241 812 = 6561 832 = 6889 852 = 7225 872 = 7569 892 = 7921 912 = 8281 932 = 8649 952 = 9025 972 = 9409 992 = 9801

## How to calculation the values of Squares 1 come 100?

In stimulate to calculation the squares from 1 to 100, we deserve to use any one of the following methods:

Method 1: Multiplication through itself:

In this method, the number is multiply by itself and also the result product gives us the square of that number. For example, the square the 8 = 8 × 8 = 64. Here, the resultant product “64” gives us the square that the number “8.” This an approach works fine for smaller numbers.

See more: Mặt Dây Chuyền Kim Cương Thánh Giá Lưu Trữ, Mặt Dây Chuyền Kim Cương Vàng Trắng 18K P101469

Method 2: Using an easy algebraic identities: for example, to discover the square the 49, we deserve to express 49 as:

Option 1: (40 + 9)Option 2: (50 - 1)

In the following step, we usage the an easy algebraic identity formula and get choice 1: <40² + 9² + (2 × 40 × 9)> or choice 2: <50² + 1² - (2 × 50 × 1)>. Resolving the expressions further, we obtain Option 1: (1600 + 81 + 720) = 2401 or alternative 2: (2500 + 1 - 100) = 2401.