rank these oligonucleotides according to distance traveled in an
electrophoretic separation
Homework Answers
Using gel electrophoresis the DNA fragments will be separated.
The negatively charged DNA will try to move towards the positive
side of the electric field. Smaller molecule will try to migrate
more quickly and will travel more distance when compared to larger
ones.
The smaller fragment (AAACT) will travel more distance and the
larger one (GTATGTTCACCCGTC) will travel less distance because of
its big size.
AAACT
AGGGAAG
CTACGTGCG
TTTGCGTATTT
GTATGTTCACCCGTC
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rank these oligonucleotides according to distance traveled in an
electrophoretic separation
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Drag and drop the markers to rank them from farthest to closest to the cathode when...
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Drag and drop the markers to rank them from farthest to closest to the cathode when separated through electrophoresis at pH = 5. His pl = 7.64 Ser pl = 5.68 Arg pl = 10.76 Ala pl = 6.11 Farthest from cathode Closest to cathode Ala His | Ser Arg
ed ..50 Drag and drop the markers to rank them from farthest to closest to the cathode when separated through electrophoresis at pH = 5. His pl = 7.64 Ser pl = 5.68 Arg pl = 10.76 Ala pl = 6.11 lon Farthest from cathode Closest to cathode Arg Ala His Ser
Once the desired separation of dyes has been achieved, turn off the power, disconnect the leads from the input, and resolve the top of the electrophoresis chamber. Carefully remove the easting tray and stride the gel into the plastic tray. Based on the direction of migration, migration distance, and the appearance of sour gel. what dye components were present in each of the unknown dye mixtures? which dye molecule traveled farthest through the gel? which traveled the shortest distance through...
What is the angle that allows you to throw the ball the farthest
distance given that you are standing a height h above the target?
Hints: 1. you can simplify the math recognizing that h =
xf tan ()
2. also you can simplify your answer using cot ()
= tan( (/2)
-
)
84. The distance d to the horizon (the farthest point on the ocean that is visible) for a person whose eyes are at a height h above sea level is approximately d 2Rh, where R is the radius of the earth, and all three distances are in miles. If the earth's radius is 3963 miles, how high are your eyes if you can see 10 miles? (Round your answer to four decimal places)
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