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A very young caterpillar may weigh only 12^(-2) grams. It is possible for it to grow 12^(4) times its body weight during its life cycle.

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Final answer:

The question addresses the Biology subject, focusing on the remarkable growth of caterpillars during their lifecycle, which can be 12 to the power of 4 times their initial weight. Examples like the silkworm and the Karner blue butterfly illustrate the significant weight gains and life cycles of insects.

Step-by-step explanation:

The question involves understanding the growth and life cycle of a caterpillar, which falls under the subject of Biology. Specifically, it deals with the exponential weight increase that caterpillars can experience during their development into butterflies. A caterpillar that weighs 12-2 grams can grow 124 times its body weight during its life cycle. This growth is similar to other insects, such as silkworms, which also experience significant weight gains, increasing their weight by more than 4,000 times in just 56 days.

Insects like ladybugs, which have a life cycle spanning four to six weeks and can produce up to six generations in a year, showcase the rapid and significant developmental changes insects go through before reaching adulthood. The Karner blue butterfly's life cycle serves as another example; the caterpillars feed on wild lupine, pupate, and then emerge as butterflies. Leafeating caterpillars are known for their voracious appetite, consuming leaf after leaf as they grow.

Both complete metamorphosis and incomplete metamorphosis are stages of development that lead to adulthood, where insects no longer grow after their final molt. This growth and transformation are essential aspects of insect biology, affecting various species, including ants, beetles, flies, and butterflies.

User Paul Hargreaves
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The caterpillar can reach a weight of 144 grams during its life cycle. It's quite an impressive transformation!

Initial weight = 12^(-2) grams

Growth factor = 12^4

Final weight = Initial weight * Growth factor

= 12^(-2) grams * 12^4

= (12^(-2) * 12^4) grams

= 12^(4 - 2) grams // Since exponents with the same base can be added/subtracted by adding/subtracting their powers.

= 12^2 grams

= 144 grams

User Jwayne
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