Respuesta :
The square root of a thing that is squared is equal to the thing.
√ײ=×
Therefore:
√(√2+3)²=√2+3
The problem can be solved from there differently depending on how your professor/teacher would like you to answer. You can leave it as: √2+3 or you can type it into a calculator and solve from there to get: approximately 4.4
√ײ=×
Therefore:
√(√2+3)²=√2+3
The problem can be solved from there differently depending on how your professor/teacher would like you to answer. You can leave it as: √2+3 or you can type it into a calculator and solve from there to get: approximately 4.4
1. Reduce the index of the radical and exponent with 2
l√2+3l
2. Since √2+2 > 0, the absolute value of √2+3 is √2+3
Solution is √2+3
Alternative form: 4.41421
l√2+3l
2. Since √2+2 > 0, the absolute value of √2+3 is √2+3
Solution is √2+3
Alternative form: 4.41421