2 years ago

You have 2 coins that equal 30 cents one of them is not a quarter

SAT

1 answer:

Basile [38]2 years ago

8 0

Answer:

.25 cents (Quarter) and .05 cents (Nickle)

Explanation:

The trick to this is: "One of them is not a quarter!" This does not mean that one of them is not a quarter. The nickle is not a quarter, therefore, I would venture that a quarter and a nickle are the appropriate response.

Yet, is there is more information that was omitted from this math problem, it definitely needs to be reconsidered.

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The expression $\frac{2n}{6n + 4} * \frac{3n + 2}{3n - 2}$ is a product expression

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<h3>How to determine the denominator?</h3>

The expression is given as;

$\frac{2n}{6n + 4} * \frac{3n + 2}{3n - 2}$

Divide the first fraction by 2/2

$\frac{n}{3n + 2} * \frac{3n + 2}{3n - 2}\\$

Evaluate the above product

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The above fraction is a simplified fraction of $\frac{2n}{6n + 4} * \frac{3n + 2}{3n - 2}$ , and the denominator is 3n - 2

Hence, the denominator of the simplified fraction is 3n -2

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