Answer:
simplest form of [tex]\sqrt{3025} =55[/tex]
Step-by-step explanation:
The factor tree for 3025 is shown
3025= 5*5*11*11
[tex]\sqrt{3025} =\sqrt{5*5*11*11}[/tex]
When we take square root we group by same two factors
[tex]\sqrt{3025} =\sqrt{(5*5)*(11*11)}[/tex]
square root (5*5) = 5
square root (11*11) = 11
[tex]\sqrt{3025} =5*11= 55[/tex]
so simplest form of [tex]\sqrt{3025} =55[/tex]
