Express the length of one side of the square
whose area is 64b square units as a
monomial
Answers
Given: A Square whose area 64b^16 sq unit
To Find: The length of one side of the square
Solution:
- Now we have given the area as 64b^16 sq unit.
- Consider the side of square as a unit.
- So area will be: a x a = a^2 sq unit
- Area of Square = 64b¹⁶ sq unit
- Equating both, we get:
a^2 = 64b^16
a^2 = 8^2 x (b^8)^2
a^2 = (8b^8)^2
a = 8b^8
Answer:
The length of one side of the square is 8b^8 unit.
Given : A Square whose area 64b¹⁶ sq unit
To Find : the length of one side of the square
Solution:
Let say Side of Square = a unit
Area of Square = Side * Side
=> Area of Square = a * a
=> Area of Square = a² sq unit
Area of Square = 64b¹⁶ sq unit
Equating both
a² = 64b¹⁶
=> a² = 8² * (b⁸)²
=> a² = (8b⁸)²
=> a = 8b⁸
the length of one side of the square = 8b⁸ unit
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