Question

a poison dart frog exhibit at a museum has three species of frogs. species number black and green 12 strawberry 19 yellow - banded 14 which ratio relationship is shown in the table? for every 12 black and green poison dart frogs, there are 33 total poison dart frogs. the ratio of strawberry poison dart frogs to yellow - banded poison dart frogs is 19 to 14. for every 19 strawberry poison dart frogs, there are 45 black and green poison dart frogs. the ratio of black and green poison dart frogs to yellow - banded poison dart frogs is 14 to 12.

Explanation:

Step1: Analyze each option

• Option 1: "For every 12 black and green poison dart frogs, there are 33 total poison dart frogs." Total frogs: \(12 + 19 + 14 = 45\), not 33. So this is wrong.
• Option 2: "The ratio of strawberry poison dart frogs to yellow - banded poison dart frogs is 19 to 14." The number of strawberry is 19 and yellow - banded is 14, so the ratio \(19:14\) is correct.
• Option 3: "For every 19 strawberry poison dart frogs, there are 45 black and green poison dart frogs." The number of black and green is 12, not 45. Wrong.
• Option 4: "The ratio of black and green poison dart frogs to yellow - banded poison dart frogs is 14 to 12." Black and green is 12, yellow - banded is 14, so the ratio should be \(12:14\), not \(14:12\). Wrong.

Answer:

B. The ratio of strawberry poison dart frogs to yellow - banded poison dart frogs is 19 to 14. (Here we assume the option with this statement is option B, the numbering of options may vary, but the correct statement is "The ratio of strawberry poison dart frogs to yellow - banded poison dart frogs is 19 to 14")