How do you evaluate #8\cdot \sqrt { 36} - 6\cdot 3#?

1 Answer
Nov 28, 2017

See a solution process below:

Explanation:

Using the standard order or operation or PEDMAS, the square root function is treated like a Parenthesis so we evaluate it first:

#9 * color(red)(sqrt(36)) - 6 * 3 => 9 * 6 - 6 * 3#

Next, execute the Multiplication operations:

#color(red)(9) * color(red)(6) - color(blue)(6) * color(blue)(3) => 54 - 18#

Now, execute the Subtraction operation:

#color(red)(54) - color(red)(18) => 36#