You basically turn whatever's in the parentheses into ONE number. Then it ceases to be a priority.
thats the error, the parentheses is still there so it is still a priority
Im not so sure now...lol
i noticed on the youtube vid with the calculator that got 2 as the answer used the "÷" sign
MAN IM GOING TO SLEEP
already stated earlier that some calcs get it some dont: another explanation from
http://www.purplemath.com/modules/exponent5.htm
A technology point: Calculators and other software do not compute things the way people do; they use pre-programmed algorithms. Sometimes the particular method the calculator uses can create difficulties in the context of fractional exponents.
For instance, you know that the cube root of –8 is –2, and the square of –2 is 4, so (–8)(2/3) = 4. But some calculators return a complex value or an error message, as is the case with one of my graphing calculators:
(-8)^(2/3) returns the complex value (-2, 3.46410161514)
If you enter "=(–8)^(2/3)" into a cell, the Microsoft "Excel" spreadsheet returns the error "#NUM!".
Some calculators and programs will do the computations as expected, as displayed at right from my other graphing calculator:
(-8)^(2/3) returns the expected value of 4
The difference has to do with the pre-programmed calculating algorithms. These algorithms generally try to do the computations in ways which require the fewest "operations", in order to process what you've entered as quickly as possible. But sometimes the fastest method isn't always the most useful, and your calculator will "choke".
For the umpteenth time
PEMDAS is
Parenthesis
Exponents
Multiplication AND division
Addition and Subtraction.
So when you're faced with a problem with parentheses, multiplication and division you complete the math WITHIN the parentheses FIRST. Then when that is complete and all that is left is division and multiplication you work LEFT TO RIGHT. Math and division are of equal precedence, and when faced with that you complete the problem in the normal manner - left to right. If the multiplication is on the right and division is on the left, you do it left to right. If the multiplication is on the left and the division is on the right you do it left to right.
this shit is NOT rocket science.
again as written 48/2(9+3) will become 48/2(12) it will NOT become 48/2 * 12. the 2 is attached to the () it will stay in front of the () until it is distributed out. according to Pemdas () take priority as such you distribute the 2 THEN continue with the rest of the equation.