Calculating 110 times 0.985 can seem daunting, but it can be made easy by breaking it down into simpler steps. In this post, we will explore a few methods to calculate this multiplication problem.
Method 1: Using a Calculator
The easiest way to calculate 110 times 0.985 is to use a calculator. Simply enter the numbers and press the multiplication button.
🤔 Note: This method is quick and accurate, but it may not help you understand the underlying math.
Method 2: Multiplying by a Whole Number and then a Decimal
Another way to calculate 110 times 0.985 is to break it down into two parts: multiplying 110 by 0.9 and then multiplying 110 by 0.085.
Step 1: Multiply 110 by 0.9
110 × 0.9 = 99
Step 2: Multiply 110 by 0.085
110 × 0.085 = 9.35
Step 3: Add the Results
99 + 9.35 = 108.35
Method 3: Using the Distributive Property
We can also use the distributive property to calculate 110 times 0.985.
Step 1: Break Down 0.985
0.985 = 0.9 + 0.085
Step 2: Multiply 110 by Each Part
110 × (0.9 + 0.085) = 110 × 0.9 + 110 × 0.085
= 99 + 9.35
= 108.35
Table: Comparison of Methods
| Method | Calculation | Result |
|---|---|---|
| 1: Calculator | 110 × 0.985 = | 108.35 |
| 2: Multiply by Whole Number and Decimal | 110 × 0.9 + 110 × 0.085 = | 108.35 |
| 3: Distributive Property | 110 × (0.9 + 0.085) = | 108.35 |
As we can see, all three methods yield the same result: 108.35.
Calculating 110 times 0.985 can be made easy by breaking it down into simpler steps or using a calculator. By understanding the underlying math, we can become more confident in our calculations and develop our problem-solving skills.
What is the easiest way to calculate 110 times 0.985?
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The easiest way is to use a calculator.
Can I break down 110 times 0.985 into simpler steps?
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Yes, you can break it down into multiplying by a whole number and then a decimal, or use the distributive property.
What is the distributive property?
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The distributive property is a math concept that allows us to break down a multiplication problem into simpler parts.
