Please Excuse My Dear Aunt Sally... PEMDAS
P = parenthesis
E = Exponent
M = Multiply
D = Divide
A = Add
S = Subtract
In other words, order of operation as it is know in mathematics. So coming full circle to your question, parenthesis are typically reserved in equations force a portion of a calcuation to be completed before another, i.e.
1+2*3=7, while (1+2)*3=9. In the second equation, parenthesis are inserted to make sure the addtion is completed prior to the multipication.
However, in the question you pose the answer would be the same.
(11)^x = 11^x
All that said, if the parenthesis in question in in a line of software code, most programs will only connect the term immediately before the carrot "^" as being raised to the power. So a program would read 11^x as 1*1^x instead of (11)^x, thus the need for the parenthesis.
(x2y2)3 + (x3y3)2 = 2x6y6.
if you take your time youll figure out its e=mc2
Eleven cannot be squared, unless by a mixed number, because nothing times four equals eleven.
11
121
Because in parenthesis you have to multiply it by something.
x cubed y cubed z squared
(x2y2)3 + (x3y3)2 = 2x6y6.
if you take your time youll figure out its e=mc2
Eleven cannot be squared, unless by a mixed number, because nothing times four equals eleven.
75r^2-48 You can take out 3.So... 3(25r^2-16) 3-parenthesis-25r squared-minus-16-parenthesis (:
11
121
It's half a mile
(x - y)2 = x2 - 2xy + y2
121.00
112