The underlying problem in Gaucher disease is ____

a. the spontaneous breakdown of red blood cells
b. the accumulation of fat in white blood cells
c. the breakdown of the myelin sheath around nerves
d. a hypertrophied spleen
e. the lack of critical liver enzymes


ANSWER: b

Biology & Microbiology

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

Biology & Microbiology

In the cells of a female mammal, ________ is(are) inactivated

a. either the maternal or paternal X chromosome b. all maternal X chromosomes c. all paternal X chromosomes d. both the maternal and paternal X chromosomes

Biology & Microbiology

The structure of DNA is often described as a twisted ladder. The rungs of the ladder represent the sugar phosphate chains. Is this an accurate description? Why or why not?

What will be an ideal response?

Biology & Microbiology

Which of the following happens first in the

PCR process?

a. repeated cycles of high and low temperatures b. mixing of DNA polymerase with template DNA, nucleotides, and primers c. DNA hybridization d. DNA synthesis e. DNA unwinds

Biology & Microbiology