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natka813 [3]
3 years ago
13

Which term defines the ketotic state most individuals enter in the early morning even after eating a meal containing carbohydrat

es the previous evening?
Biology
1 answer:
labwork [276]3 years ago
4 0

Answer:ketosis

Explanation: individuals experience a state of ketosis in the morning even afyer eating a carbohydrate-containing meal the previous evening. Ketosis is a state of metabolism in which there is very little glucose in the body, therefore, fat acs to provide energy to the body. Although ketosiz is mostly experienced in cases of low-carbohydrate diets, it also occurs in cases of pregnancy, infacny or in lactating mothers. Such cases are termed physiologic ketosis.

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Difference between a cockroach and a Grasshopper​
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Explanation:

r:grasshoppers and cockroaches different in colour, habitat, and body mechanism .

Explanation: grasshoppers coluor range is green while cockroaches colour is redishBrown

Grasshoppers habitat is grass while cockroaches habitat is watery (wet) and dirty places.

Theses are observable differences.

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What is the function of the retrocerebral organ?​
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Suppose a population of flour beetles has 10,000 individuals. There are two alleles possible for the gene that determines body c
miss Akunina [59]

Answer:

0.75

Explanation:

Given frequency of the two alleles i.e "B" and "b" are equal .

As per Hardy–Weinberg equilibrium, sum of frequency of the two alleles is equal to one.

i.e p+ q= 1\\

Since p=q\\

p and q will be equal to 0.5

Frequency of genotype "BB"

= p^{2} \\= 0.5^{2} \\= 0.25

Frequency of genotype "bb"

= q^{2} \\= 0.5^{2} \\= 0.25

As per second equation of Hardy–Weinberg equilibrium,

p^{2} + q^{2} + 2pq=1

Substituting the values of p and q in above equation we get -

0.25+0.25+2pq=1\\2pq = 1-0.25-0.25\\2pq = 0.5

Red beetles have genotype BB and Bb

number of red beetles with genotype (BB)

= 0.25 * 10000\\= 2500

number of red beetles with genotype (BB)

= 0.5 * 10000\\= 5000

Total red beetles

2500+ 5000= 7500\\

Frequency of red beetles

= \frac{7500}{10000} \\= 0.75

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3 years ago
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