Solved Examples on Square Root of 45
Example 1: Evaluate β45 + 5.
Solution:
We know β45 = 6.7082 β 6.71
Hence, β45 + 5 = 6.71 + 5 = 11.71.
Example 2: Simplify β45 Γ β5β.
Solution:
We have
β45 Γ β5 = β(45 Γ 5)
= β225 = 15
Example 3: If one side of a rectangle is β45β units long and the other side is 2 units long, what is the area of the rectangle?
Solution:
We have,
Length of a rectangle = β45
Breadth of a rectangle = 2
Area of rectangle = length Γ breadth
Area of rectangle = β45 Γ 2
= 3β5 Γ 2 = 6β5 units.
Also, Check
Square Root of 45
Square root of 45 is 6.7082039325 it is a number which when multiplied by itself results in 45. Root of 45 is written as β45 or (45)1/2. Simplified radical form of the square root of 45 is β(45) = 3β5.
In this article, we will learn about, What is Value of Root of 45, How to Find Square Root of 45, Examples related to the Value of Root 45, and others in detail.
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