4.1.2 Calculate the following using the Long Division Method. $$ 754 \div 58 $$

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1. Write the division as:
$$
754 \div 58
$$

2. Determine how many times $$58$$ goes into the first part of $$754$$. Since the first digit $$7$$ is too small, consider the first two digits $$75$$. Compute:
$$
\left\lfloor \frac{75}{58} \right\rfloor = 1,\quad \text{because } 1 \times 58 = 58.
$$

3. Subtract to find the remainder:
$$
75 - 58 = 17.
$$

4. Bring down the next digit from $$754$$ (which is $$4$$) to make $$174$$.

5. Determine how many times $$58$$ fits into $$174$$. Calculate:
$$
\left\lfloor \frac{174}{58} \right\rfloor = 3,\quad \text{since } 58 \times 3 = 174.
$$

6. Subtract:
$$
174 - 174 = 0.
$$

7. Combine the results from each stage. The first digit of the quotient is $$1$$ and the second digit is $$3$$, so the complete quotient is:
$$
13.
$$
The division of $$754$$ by $$58$$ using the Long Division Method results in $$13$$.

4.1.2
Calculate the following using the Long Division Method.

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