(.050-2ƒÎ/(�ã6.18))/(2ƒÎ/(�ã6.18))*100
I think the answer is 5 because everything cancels out except the .050*100 is this right?
That did not copy right it is suppose to be (.050 minus 2pie over the square root of 6.18 divided by 2pie over the square root of 6.18)times 100
(.050 - 2π/√6.18) / (2π/√6.18) * 100
= -98.0217...
I simply punched it in my calculator with the brackets as you had typed it.
To evaluate the given expression:
(.050 - 2√(6.18)) / (2√(6.18)) * 100
First, let's simplify the expression within the parentheses:
√(6.18) ≈ √(6) ≈ 2.4495 (rounded to four decimal places)
Now we can substitute this value back into the expression:
(.050 - 2 * 2.4495) / (2 * 2.4495) * 100
Next, perform the multiplication and subtraction:
(.050 - 4.899) / 4.899 * 100
Simplify the numerator:
(-4.849) / 4.899 * 100
Now, divide:
-0.9896 * 100
Finally, multiply:
-98.96
Therefore, the answer is approximately -98.96.