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Complex Formulas | How to become an Expert of MS Excel - Class 6 PDF Download

Introduction


A simple formula is a mathematical expression with one operator, such as 7+9. A complex formula has more than one mathematical operator, such as 5+2*8. When there is more than one operation in a formula, the order of operations tells your spreadsheet which operation to calculate first. In order to use complex formulas, you will need to understand the order of operations.

The order of operations

All spreadsheet programs calculate formulas based on the following order of operations:

  • Operations enclosed in parentheses
  • Exponential calculations (3^2, for example)
  • Multiplication and division, whichever comes first
  • Addition and subtraction, whichever comes first

A mnemonic that can help you remember the order is PEMDAS, or Please Excuse My Dear Aunt Sally.

Creating complex formulas

In the example below, we'll demonstrate a complex formula using the order of operations. Here, we want to calculate the cost of sales tax for a catering invoice. To do this, we'll write our formula as =(D2+D3)*0.075 in cell D4. This formula will add the prices of our items together and then multiply that value by the 7.5% tax rate (which is written as 0.075) to calculate the cost of sales tax.

Complex Formulas | How to become an Expert of MS Excel - Class 6

The spreadsheet then follows the order of operations and first adds the values inside the parentheses: (44.85+39.90) = $84.75. Then it multiplies that value by the tax rate: $84.75*0.075. The result will show that the sales tax is $6.36.

Complex Formulas | How to become an Expert of MS Excel - Class 6

"It is especially important to enter complex formulas with the correct order of operations. Otherwise, the spreadsheet will not calculate the results accurately. In our example, if the parentheses are not included, the multiplication is calculated first and the result is incorrect. Parentheses are the best way to define which calculations will be performed first in a formula".

Complex Formulas | How to become an Expert of MS Excel - Class 6

To create a complex formula using the order of operations:

In our example below, we will use cell references along with numerical values to create a complex formula that will calculate the total cost for a catering invoice. The formula will calculate the cost for each menu item and add those values together.

  • Select the cell that will contain the formula. In our example, we'll select cell C4.
    Complex Formulas | How to become an Expert of MS Excel - Class 6
  • Enter your formula. In our example, we'll type =B2*C2+B3*C3. This formula will follow the order of operations, first performing multiplication: 2.29*20 = 45.80 and 3.49*35 = 122.15. Then it will add those values together to calculate the total: 45.80+122.15.Complex Formulas | How to become an Expert of MS Excel - Class 6
  • Double-check your formula for accuracy, then press Enter on your keyboard. The formula will calculate and display the result. In our example, the result shows that the total cost for the order is $167.95.
    Complex Formulas | How to become an Expert of MS Excel - Class 6

You can add parentheses to any equation to make it easier to read. While it won't change the result of the formula in this example, we could enclose the multiplication operations within parentheses to clarify that they will be calculated before the addition.

Complex Formulas | How to become an Expert of MS Excel - Class 6

"Your spreadsheet will not always tell you if your formula contains an error, so it's up to you to check all of your formulas".

The document Complex Formulas | How to become an Expert of MS Excel - Class 6 is a part of the Class 6 Course How to become an Expert of MS Excel.
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FAQs on Complex Formulas - How to become an Expert of MS Excel - Class 6

1. What are complex formulas in mathematics?
Complex formulas in mathematics are equations or expressions that involve variables, constants, and mathematical operations such as addition, subtraction, multiplication, division, exponentiation, and logarithms. These formulas are often used to solve complex problems or model real-world phenomena.
2. How can complex formulas be simplified?
Complex formulas can be simplified by applying mathematical properties and rules such as the distributive property, combining like terms, and simplifying fractions. Additionally, using logarithmic or exponential properties can help simplify formulas with exponents or logarithms.
3. What are some common applications of complex formulas?
Complex formulas have various applications in fields such as physics, engineering, finance, and computer science. They are used to model physical systems, calculate electrical circuits, determine interest rates, analyze stock market trends, and develop algorithms for computer programs.
4. How can complex formulas be solved step by step?
To solve complex formulas step by step, it is important to understand the order of operations (PEMDAS/BODMAS), which dictates the sequence in which mathematical operations should be performed. Start by simplifying any parentheses or brackets, then evaluate any exponents or roots, followed by multiplication and division, and finally addition and subtraction.
5. Are there any online resources or software available to help with complex formulas?
Yes, there are several online resources and software available to assist with complex formulas. Some popular tools include online equation solvers, graphing calculators, and mathematical software such as MATLAB or Wolfram Alpha. These resources can provide step-by-step solutions, graph visualizations, and additional explanations for complex formulas.
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