How do you solve this problem quickkkkkkk!!!!!!!

Answer:
Use Pythagoras theorem to find the length of the square
c2-b2=a2
84.33 x 84.33 - 81.66 x 81.66 = a2
a= square root of 443.19
a= 21.052
Area of square = l x l
= 21.052 x 21.052
=443.19
Round it off to nearest hundred:
Ans) 400 cm2
Answer:
443.19 square cm
Step-by-step explanation:
Use the Pythagorean Theorem to find the missing leg of the triangle, a, which is also the length of the square.
b = 81.66 and c = 84.33
[tex]a^{2} +81.66^{2} =84.33^{2} \\a^{2} +6668.3556 = 7111.5489\\a^{2} +6668.3556-6668.3556=7111.5489-6668.3556\\a^{2} =443.1933\\\sqrt{a^{2} } =\sqrt{443.1933} \\a=21.052[/tex]
Now you can find the area of the square, since you know the length is 21.052.
[tex]a =s^{2} \\a=21.052^{2} \\a = 443.19[/tex]
Answer is rounded to the nearest hundredth