[NeedAttention]

src="data:image/png;base64,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


A

Biology & Microbiology

You might also like to view...

Diet and exercise cause the amount of fat in fat cells to decrease; they do not cause a decrease in fat cell number

a. true b. false

Biology & Microbiology

One reason that malaria continues to be the world's most significant infectious disease is because Plasmodium falciparum continues to develop resistance to the drugs that have been used to treat malaria. This is due to which of the following?

a. Some Plasmodium falciparum have pre-existing mutations that make them resistant to antimalarial drugs b. Some mosquitoes have pre-existing mutations that make them resistant to antimalarial drugs c. Some people have pre-existing mutations that make them resistant to antimalarial drugs d. The antimalarial drugs cause mutations to occur in Plasmodium falciparum e. The antimalarial drugs cause mutations to occur in the mosquito

Biology & Microbiology

The function of segmentation is to

a. move the food through the digestive tract. b. churn the food and mix the contents with the digestive tract. c. bring the contents to the wall of the tract where they could be absorbed. d. produce a wavelike push of the gut contents through the system. e. churn the food and mix the contents with the digestive tract and also bring the contents to the wall of the tract where they could be absorbed.

Biology & Microbiology

The cross GE/ge × ge/ge produces the following progeny: GE/ge 404; ge/ge 396; gE/ge 97; Ge/ge 103. From these data, one can conclude that there are ________ map units between the G and E loci

A) 5 B) 10 C) 15 D) 25 E) 20

Biology & Microbiology