Question

Explain the steps you would take to complete this conversion problem.

Answer 1

Answer:

The answer is B

Step-by-step explanation:

What steps should be taken to complete the conversion?

Cancel the mile and kilometer units. Divide 8 by 1.61, then multiply by 1000.

Cancel the mile and kilometer units. Multiply 8 by 1.61, then multiply by 1000.

Cancel the mile and kilometer units. Multiply 8 by 1.61, then divide by 1000.

Cancel the mile and kilometer units. Multiply 8 by 1000, then divide by 1.61.

Answer 2

The required steps are;

• Cancel the pounds symbol (lb) at the numerator and that at the denominator
• Cancel the kilogram (kg) symbol at the numerator and that at the denominator.
• Evaluate the final expression in grams.

Find the complete question attached below:

Given the expression that was arrived at during conversion expressed as:

$\dfrac{46\ lb}{1} \times \dfrac{1 \ kg}{2.1 \ lb} \times \dfrac{1000g}{kg}$

To complete the conversion problem, we will need to cancel out similar units both at the numerator and denominator.

• The pounds symbol (lb) at the numerator will cancel out that at the denominator
• The kilogram (kg) symbol will also cancel out to have:

$\dfrac{46\ }{1} \times \dfrac{{1 \ {}}}{2.1 \ } \times \dfrac{1000g}{1}$

Get the final answer:

$=\dfrac{4 \times 1000g}{2.1}\\=\dfrac{4000g}{2.1} \\=1,904.761g$

Hence the required steps are;

• Cancel the pounds symbol (lb) at the numerator and that at the denominator
• Cancel the kilogram (kg) symbol at the numerator and that at the denominator.
• Evaluate the final expression in grams.

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