the order of operations is as follows
Parentheses
exponents
Multiplication and division
addition and subraction
The order of operations which equals 229 is (2000/10) + (50-21) =229.
By listed sequence, it is 5 plus 10 = 15 divided by 5 equals 3. By order of operations, it is 5 + (10/5) = 5 + 2 equals 7.
It is: (6-3)*(7+4) = 33
The following answer is based on the correct order of operations. If you meant something else, please phrase the question differently. 9x-5x=7 4x=7 x=7/4
To solve an equation, use the order of operations in reverse:7k-52 = 9(addition)7k = 61(division)k = (61/7) or ~8.71
The order of operations which equals 229 is (2000/10) + (50-21) =229.
6a + 9 = ? a = 7 just replace a with 7 6(7) + 9 order of operations; multiply first 42 + 9 = 51
(7+4)x6=66
By listed sequence, it is 5 plus 10 = 15 divided by 5 equals 3. By order of operations, it is 5 + (10/5) = 5 + 2 equals 7.
It is: (6-3)*(7+4) = 33
The following answer is based on the correct order of operations. If you meant something else, please phrase the question differently. 9x-5x=7 4x=7 x=7/4
To solve an equation, use the order of operations in reverse:7k-52 = 9(addition)7k = 61(division)k = (61/7) or ~8.71
To get the order of operations to equal 27, you need to carefully follow the rules of PEMDAS: Parentheses, Exponents, Multiplication and Division (from left to right), and Addition and Subtraction (from left to right). One way to achieve 27 using the order of operations is by calculating (3^2) x 3. This would result in 9 x 3, which equals 27. Remember that following the correct sequence of operations is crucial in obtaining the desired result.
i need to do order of operations (8+7+2-9)=
Yes, you can put parentheses around addition before multiplication, which will affect the order of operations. For example, in the expression (2 \times (3 + 4)), the addition is performed first, resulting in (2 \times 7), which equals 14. Parentheses indicate that the operations inside them should be completed first, regardless of standard order of operations.
26
26