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Gelneren [198K]
3 years ago
13

You are told to identify the cells on a microscope slide as either plant, animal, or bacterial. You look at the cells to find th

at they have nuclei and organelles but no cell walls. You conclude correctly that the cells you are looking at are
a. either plant or bacterial cells.
b. plant cells.
c. animal cells.
d. bacterial cells.
Biology
1 answer:
Orlov [11]3 years ago
6 0

Answer:

c. animal cells

Explanation:

Animal cells have no cell wall and contain organelles

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Answer:

abiotic

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4 years ago
The ability to gather, understand, and use health information is called _____.advocacy health literacy goal setting prevention
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What would be the mRNA complementary base sequence for a DNA strand that is: A  C G G T C<br>​
Alina [70]
It would be UGCCAG. This is because in mRNA, thymine is replaced by Uracil. That means the complementary base pairings are uracil and adenine (instead of thymine and adenine in DNA) and cytosine and guanine. So you need to change them to the other base in the pair. Meaning A (adenine) becomes the base it is paired with, being Uracil in this case and so on.
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3 years ago
Cyclin dependent kinases (Cdk) are proteins that work with cyclin regulatory proteins. The cyclins are associated with different
padilas [110]

Answer:

Mitosis

Explanation:

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5 0
3 years ago
10. Write the 2 Hardy-Weinberg equations. Use the equation to calculate the percentage of carriers of cystic fibrosis (a recessi
Firlakuza [10]

Using the Hardy-Weinberg equations, the percentage of carriers of cystic fibrosis is 8.19%.

<h3>What are the Hardy-Weinberg equations?</h3>

The Hardy-Weinberg equations describe the relationship between alleles in a population that is fairly constant.

The Hardy-Weinberg equations are given below as;

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

q^{2} = 0.009\\q = 0.09\\p = 1 - 0.09\\p = 0.91 Hardy-Weinberg equations

Percentage of carriers = 2pq

Percentage of carriers = 2 * 0.09 * 0.91 * 100 = 8.19%

Therefore, the percentage of carriers of cystic fibrosis is 8.19%.

Learn more about Hardy-Weinberg equations at: brainly.com/question/16039271

#SPJ11

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2 years ago
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