Square 1 to 30
Square root 1 – 30 is the list of squares of all the numbers from 1 t0 30. The mathematics value of squares from 1 – 30 covers from 1 to 900. Determining these values will assist students to solve timetaking questions immediately The square root 1 to 30 in the exponential form is shown as x ki power of 2.
Square 1 to 30:
 Exponent form: x ki power of 2 or (x)^{2}
 Highest Value: 30^{2} = 900
 Lowest Value: 1^{2} = 1
Here are given below the list of squares 1 to 30:
Squares root from 1 to 30 

1^{2} = 1  2^{2} = 4 
3^{2} = 9  4^{2} = 16 
5^{2} = 25  6^{2} = 36 
7^{2} = 49  8^{2} = 64 
9^{2} = 81  10^{2} = 100 
11^{2} = 121  12^{2} = 144 
13^{2} = 169  14^{2} = 196 
15^{2} = 225  16^{2} = 256 
17^{2} = 289  18^{2} = 324 
19^{2} = 361  20^{2} = 400 
21^{2} = 441  22^{2} = 484 
23^{2} = 529  24^{2} = 576 
25^{2} = 625  26^{2} = 676 
27^{2} = 729  28^{2} = 784 
29^{2} = 841  30^{2} = 900 
Squares 1 to 30 Chart
Examples on Square 1 to 30
Example #1: If a circular tabletop has a radius of 26 inches. Calculate the area of the tabletop in sq. inches?
Solution:
Area of circular tabletop(A) = πr^{2} = π (26)^{2}
Using values from square 1 to 30 chart;
i.e. A = 26 x 26 x π = 784π
As we know pi(π)= 3.14
Therefore, the area of the tabletop = 2461.76 inches^{2}.
Example 2: Calculate the area of a square window whose side length is 21 inches
Solution:
Area of square window (A) = Side^{2}
A = 21^{2} = 21 x 21 = 441
S0, the area of a square window is 441 inches^{2}.