I believe that, in the absence of parentheses, the order of applying operations is as follows (from first to last):
1. exponentiation;
2. multiplication and division;
3. addition and subtraction.
I should say I am not 100 % sure this answer is correct.
addition
Multiplications and divisions from left to right.
Anything within parentheses should be calculated first.
In an expression with both multiplication and division and no parentheses, the operations are performed from left to right. This means that if multiplication comes before division, it will be executed first, and vice versa. Essentially, the order in which these operations appear in the expression determines their sequence of execution.
To change the order of operations in a mathematical expression, you can enclose part of the formula in parentheses. This indicates that the operations within the parentheses should be performed first, altering the standard order of operations. For example, in the expression (2 + 3 \times 4), enclosing the addition in parentheses as ((2 + 3) \times 4) changes the result.
addition
i think exponents? remember, PEMDAS?
Multiplications and divisions from left to right.
It depends on the molecule! If you have a molecular formula for a molecule and the formula does not contain parentheses, you can find the number of atoms in it by adding all the subscripts, treating no subscript as the number 1. If the formula does contain parentheses, first multiply any subscript within the parentheses by the subscript at the end of the parentheses, then add these modified numbers to those of any other atoms in the formula that are not in parentheses.
Anything within parentheses should be calculated first.
In an expression with both multiplication and division and no parentheses, the operations are performed from left to right. This means that if multiplication comes before division, it will be executed first, and vice versa. Essentially, the order in which these operations appear in the expression determines their sequence of execution.
To effectively read chemical formulas with parentheses, first identify the elements within the parentheses and the number of atoms of each element. Then, apply the subscript outside the parentheses to all elements inside. This helps clarify the composition of the compound and ensures accurate interpretation of the formula.
Parentheses in formulas are used to establish the order of operations. They help clarify which operations should be performed first and ensure that the formula is evaluated correctly. Without parentheses, the formula could produce a different result than intended.
To change the order of operations in a mathematical expression, you can enclose part of the formula in parentheses. This indicates that the operations within the parentheses should be performed first, altering the standard order of operations. For example, in the expression (2 + 3 \times 4), enclosing the addition in parentheses as ((2 + 3) \times 4) changes the result.
Parentheses in mathematical expressions indicate which operations should be performed first, thereby affecting the overall value of the expression. They help clarify the order of operations, ensuring that calculations are carried out correctly according to mathematical conventions (PEMDAS/BODMAS rules). For example, in the expression (3 + 2 \times 5), without parentheses, multiplication is performed first, yielding 13. However, with parentheses like ( (3 + 2) \times 5), the addition is prioritized, resulting in 25.
Parentheses are used in writing to enclose additional information, clarifications, or asides that are not essential to the main point but provide helpful context or detail. They can also indicate that a statement is a reference or citation. In mathematics, parentheses are used to group numbers or expressions, indicating that the operations within them should be performed first. Overall, parentheses help clarify meaning and improve the flow of information.
When there is more than one polyatomic ion. Calcium Hydroxide is an example. Ca has a charge of 2+ and OH has a charge of 1-. To make this neutral, 2 hydroxides are required. So it would be written: Ca(OH)2. If we didn't use the parentheses, it would look like there was 1 calcium, 1 oxygen, and 2 hydrogens. Obviously this isn't right. That's why the parentheses are necessary.