Solve :123467×4325678÷98764+567909+33445678-211456/123476
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42
4325678×42 setp by setp
To solve the given expression: 123467 * 4325678 ÷ 98764 + 567909 + 33445678 - 211456 ÷ 123476, we follow the order of operations, which is commonly known as BODMAS or PEMDAS.
1. Start by performing any operations inside parentheses (or brackets), but the given expression does not have any parentheses.
2. Next, calculate the products, in this case, the multiplication operation. Multiply 123467 by 4325678: 123467 * 4325678 = 534595024926.
3. Then, calculate the division operation: Divide the previous result by 98764: 534595024926 ÷ 98764 = 5413151.249.
4. After performing the division, move on to addition and subtraction operations.
a. Add 567909 to the previous result: 5413151.249 + 567909 = 5981060.249.
b. Then, add 33445678 to the current result: 5981060.249 + 33445678 = 39426738.249.
c. Finally, perform the division operation: Divide 211456 by 123476: 211456 ÷ 123476 = 1.712.
d. Subtract the previous result from the current result: 39426738.249 - 1.712 = 39426736.537.
Therefore, the solution to the given expression is approximately 39426736.537.