Scientists have documented that spring seasons starting earlier due to climate change have resulted in some caterpillar species beginning their maturation stage earlier than normal

There are bird species that need the caterpillars to feed their chicks. However, since the caterpillars are maturing before the chicks hatch (and therefore cannot be used for chick food), the birds are experiencing a drop in their lifetime reproductive success. Interestingly, scientists have also documented that the individual birds that are best able to change when they lay their eggs to align with earlier spring seasons have the greatest lifetime reproductive success. These phenomena are examples of ________. A) an evolutionary response to climate change
B) an increase in global greenhouse gas emissions due to climate change
C) a change in species distribution due to climate change
D) the effects of terrestrial biome distribution due to climate change


A

Biology & Microbiology

You might also like to view...

[NeedAttention]

src="data:image/png;base64,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

Biology & Microbiology

Genome sequencing shows that humans share the greatest genomic similarities with

A) yeast. B) a nematode worm. C) a cow. D) a chimpanzee.

Biology & Microbiology

The intermediate host for a blood fluke is a:

a. human. b. cow. c. dog. d. cat.

e. snail.

Biology & Microbiology

When a ciliate reproduces asexually by mitosis

A. The macronucleus divides into two with each new cell receiving an identical macronucleus. B. The macronuclei fuse with the micronuclei and then divide into two with each new cell receiving an identical fused nucleus. C. The macronucleus doesn't divide but it goes to one new cell and the micronuclei go to the other. D. The macronucleus divides into four micronuclei with each new cell receiving two micronuclei each.

Biology & Microbiology