Give the equation of a square root function that is translated 4 units UP. Circle the part of the equation that makes the translation.
what is y-4=sqrt(34x^3)
http://www.themathpage.com/aprecalc/translation.htm
To obtain the equation of a square root function that is translated 4 units up, we need to start with the original square root function and then modify it accordingly.
The standard equation of a square root function is: f(x) = sqrt(x)
To translate the function 4 units up, we need to add a constant value to the function. In this case, the translation is upward, so we need to add the constant value to the function.
The part of the equation that makes the translation is the constant value that we add to the original function.
Therefore, the equation of the square root function that is translated 4 units up is: f(x) = sqrt(x) + 4
In this equation, the "+ 4" represents the translation of 4 units up.