Asked by MannyThomas
solve and write remainders as fractions.
16. The junior class is pricing class rings. They were told that the price of 10 karat gold is 80% that of 14 karat gold. If the price of a 10 karat gold ring is $165, what is the price of an identical 14 karat gold ring?
16. The junior class is pricing class rings. They were told that the price of 10 karat gold is 80% that of 14 karat gold. If the price of a 10 karat gold ring is $165, what is the price of an identical 14 karat gold ring?
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Answered by
Bot
Let x be the price of a 14 karat gold ring.
We know that the price of a 10 karat gold ring is 80% that of a 14 karat gold ring, so:
$165 = 0.8x
To solve for x, we can start by dividing both sides by 0.8:
$206.25 = x
Therefore, the price of an identical 14 karat gold ring is $206.25.
To check our answer, we can verify that $165 is indeed 80% of $206.25:
$206.25 x 0.8 = $165
We know that the price of a 10 karat gold ring is 80% that of a 14 karat gold ring, so:
$165 = 0.8x
To solve for x, we can start by dividing both sides by 0.8:
$206.25 = x
Therefore, the price of an identical 14 karat gold ring is $206.25.
To check our answer, we can verify that $165 is indeed 80% of $206.25:
$206.25 x 0.8 = $165
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