Solving the 1030/32 5-13 Problem: A Step-by-Step Guide

Understanding and solving mathematical problems can be challenging, especially when different methods and calculators provide varying results. Today, we will walk through the 1030/32 5-13 problem using the BODMAS rule and a step-by-step method to arrive at the correct solution. Let's break down the problem and explore each step in detail.

Using BODMAS Rule

The BODMAS rule, which stands for Brackets, Orders, Division, Multiplication, Addition, and Subtraction, is a fundamental approach to solve mathematical expressions. Here, we will apply the rule to the 1030/32 5-13 problem.

First, let's rewrite the equation according to the BODMAS rule:

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1030/32 5-13
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Step 1: Division

Divide 1030 by 32:

1030 ÷ 32 32.1875

Now, the equation looks like this:

1030/32 5-13 32.1875 × 7 - 1 - 3

Step 2: Multiplication

Multiply 32.1875 by 7:

32.1875 × 7 225.3125

The equation now is:

32.1875 × 7 - 1 - 3 225.3125 - 1 - 3

Step 3: Subtraction

Subtract 1 and 3 from 225.3125:

225.3125 - 1 - 3 221.3125 - 3 218.3125

Now, we simplify the final expression to:

218.3125 - 3 215.3125

As we can see, the initial assumption of the problem is that it can be solved as a single step, but for clarity and precision, we follow the BODMAS rule to understand the correct process.

Grouping Method

Another way to approach the 1030/32 5-13 problem is by grouping the terms:

1030/32 5-13  1030/32 8-1

Simplifying within the parentheses:

1030/32 8-1 1030/32 7 1030/32 7 1030/314 101014 (assuming rounding)

Finally, adding the terms:

101014 34 34

Therefore, the answer to the 1030/32 5-13 problem, as given, is 34.

Final Answer

The answer to the 1030/32 5-13 problem is:

Y34

Using the BODMAS rule and the grouping method, we have arrived at the correct solution of 34. If you're unsure about any of the steps, feel free to review them or seek further assistance. Math is all about practice and understanding the rules!

Keywords: BODMAS Rule, Simplification Steps, 1030/32 5-13