Structure
Function
Case Studies
Examples
Free Frawl
100

Which macromolecule is this?

Carbohydrate

100

The flow of genetic information in a cell goes from

DNA to RNA to Protein

100

Explain how soap and water work to clean your hands.

The hydrophobic regions of the lipids will trap oily and nonpolar substances and wash them away with the water.

100

Sucrose, Fructose, and Cellulose are examples of

Carbohydrates

100

Proteins, which are tremendously complex molecules, all use as their basic units or monomers called

Amino Acids

200

Molecules like this are found in...

Lipid

200

One of the primary functions of RNA molecules is to 

Function in the synthesis of proteins

200

A cell has a protective barrier that encloses all of the organelles, or organs, within its walls much like the way humans have skin. Thinking about structure, which macromolecule do you think makes up this barrier and why?

Phospholipids because the polar heads are able to react with the water while the hydrophobic regions are pushed together. This creates a barrier because nothing can pass through the hydrophobic regions.

200

Name the all of the purines and pyrimidines.

Purine: A and G

Pyr: T, U, and C

200

What are the four macromolecules?

Carbs, Protein, NA, and Lipids

300

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

This is a Steroid which is a Lipid

300

What are three functions that lipids serve in plants and/or animals?

Lipids serve in the storage of energy, as a structural component of hormones, and also as signaling molecules.

300


D

300

Which of the following are proteins?

ATP synthase – an enzyme that produces ATP.

Collagen – a structural biomolecule that is found in muscle, bone, skin, and hair.

Actin – one of the main components of muscle fibers that allows movement to occur.

Sodium channels – pore-like molecules embedded in cell membranes that allow sodium ions to flow in and out of a cell.

All of the above

All of the above

300

There are several levels of protein structure, the most complex of which is


quaternary
400

The illustration above show the formation of molecule "A" from the joining of amino acid 1 and amino acid 2.  Molecule "A" is a(n)

Polypeptide

400

The shape of a protein is determined by _________ which determines its ________________

the type and order of its amino acids.

function

400

Hemoglobin is a protein found in red blood cells of vertebrates and in the plasma of many
invertebrates. The function of this protein is to transport oxygen throughout the body and to bring carbon dioxide back to be expelled from the organism. If the amino acid sequence of the protein is altered, the mutated protein is not as efficient at carrying oxygen as is the normal hemoglobin. Which argument is supported by this information?


A. The mutated hemoglobin protein can still carry carbon dioxide to be expelled from the organism.

B. Hemoglobin must be a simple molecule because it is found in both vertebrates and invertebrates.

C. Structural changes of hemoglobin affect its ability to carry oxygen indicating that the shape of a protein is important to its function.

D. Normal hemoglobin must be a larger molecule than the mutated hemoglobin since it has sufficient space to attach to and carry both oxygen molecules and carbon dioxide molecules.

C. Structural changes of hemoglobin affect its ability to carry oxygen indicating that the shape of a protein is important to its function.

400

What is the difference between  Phospholipids and Fatty Acid Tails

P: Have a phosphate head and 2 carbon tails

FA: A glycerol plus 3 tails

400

Which nitrogenous base is found in DNA but is not found in RNA?

Uracil

500

The building blocks or monomers of nucleic acids molecules are called

Nucleotides

500

Which macromolecule is utilized for energy and Which macromolecule is utilized for energy storage?

Carb

Lipid

500

Tay Sachs is a genetic disease characterized by an abnormal alpha subunit of the enzyme Beta-hexosaminidase A.  The gene HexA codes for Beta-hexosaminidase A, which is responsible for breaking down certain waste products in the lysosomes of the cell, in order to maintain healthy cell function.  Individuals with two abnormal copies of the gene usually die before age two. One of the most common variants of Tay-Sachs disease is caused by the insertion of four nucleotides into the a gene called HexA.  Which TWO of the following statements are supported by this information?


  1. Copies of HexA are present only in individuals with the genetic disorder known as Tay Sachs.

  2. The order, type, and number of amino acids in a gene affect the shape of the enzyme for which the gene codes.

  3. Changing the order, type, or number of nucleotides in a gene can result in a change in function of an enzyme in the cytoplasm of the cell.

  4. Tay Sachs individuals produce extra DNA repair enzymes to help the cell repair the damage to the lysosome.

  5. Defective Tay Sachs enzymes are recognized by the cell, and destroyed in the endoplasmic reticulum.

  6. Nucleic acids pass important hereditary information from parent to offspring in the order and type of nucleotides present.

  7. All diseases that affect cells are caused by changes in the nucleotide order of the gene.

2 and 3

500

What is the function of macromolecule subunit below?



stores genetic information

500

You are given four test tubes containing purified biological macromolecules. The test tubes are unlabeled except for a number between 1 and 4. You are told that one test tube contains a protein, one contains a lipid, one contains a carbohydrate, and one contains a nucleic acid. You then perform some tests on the macromolecules and collect the following information:

1)   Test tubes #2 and #4 contain nitrogen, but the other tubes do not.

2)   The contents of test tube #3 are not soluble in water, but the contents of the other test tubes are soluble in water.

3)   The contents of test tube #1 can be broken down into subunits that are all exactly identical to each other.

4)   The macromolecule in test tube #2 is found to have a globular shape.

 

What are the identities of the macromolecules present in the four test tubes? Write your answer in the space below.

1 Carbohydrate

2 Protein

3 Lipid

4 Nucleic Acid

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