Question

In: Biology

homework""""""" A patient serum is serially diluted five. Tube one contains 100 ul of serum and...

homework"""""""

A patient serum is serially diluted five. Tube one contains 100 ul of serum and 200 ul of saline. Tubes two through five also contains 200uL of saline. 100 ul of tube 1 dilution is added to tube #2, mixed and then 100uL of tube #2 dilution is added to tube #3 and the serial dilution is completed in this manner. What is the original concentration of EBV antibodies if the final concentration if the final concentration is 21?

Solutions

Expert Solution

Answer- The original concentration of EBV antibodies in patients serum sample is 5103.

Explanation-

1. A patient serum is seriallly diluted five in 1:3 dilution by adding 100ul serum in first tube containing 200ul saline. Then 100ul diluted serum from first tube is added in second tube containing 200ul saline and this is also 1:3 dilution. Dilution is continued till fifth tube and in each tube serum is diluted three times.

2. To calculate concentration of EBV antibody in patient serum simply concentration in final tube is multiplied with 3 and this calculation done upto tube 1.

Given is final concentration of EBV antibodies is 21.

Concentration of antibody in 5th tube = 21

Concentration of antibody in 4th tube = 21×3= 63

Concentration of antibody in 3rd tube = 63×3= 189

Concentration of antibody in 2nd tube = 189×3= 567

Concentration of antibody in 1st tube = 567×3= 1701

The concentration of antibody in first tube is 1701 which is 1:3 diluted. So that concentration of antibody in 100ul serum sample is- 1701×3= 5103.

So that the concentration of EBV antibodies in patient serum sample which is added in the amount of 100ul is 5103.


Related Solutions

2. A serial dilution of patient serum is done: Tube #1 Tube #2 Tube #3 Tube...
2. A serial dilution of patient serum is done: Tube #1 Tube #2 Tube #3 Tube #4 Tube #5 Tube #6 1:2 1:4 1:8 1:16 1:32 1:64 One milliliter of RBCs is added to each tube and the following is noted: Tube #1 No agglutination Tube #2 No agglutination Tube #3 Agglutination Tube #4 Agglutination Tube #5 Agglutination Tube #6 Agglutination a. What has happened in Tubes #1 and 2? b. What is the antibody titer? 3. You suspect that...
0.5 microlitres of serum is added in tube 1, which contains 1.5 microlitres of diluent .I...
0.5 microlitres of serum is added in tube 1, which contains 1.5 microlitres of diluent .I have 4 more tubes with 1.0 microlitres of diluent .I do a serial dilution using 0.5 microlitres from the previous tube and adding it to next .What is the dilution factor of tube 1 ?what is dilution factor of tube 5?If i tell you the serum value was 648mg in pure form .How many mg should be in Tube 5?Now the other way ,if...
A punch-out card contains 100 spaces. One space pays $500, five spaces pay $25, and the...
A punch-out card contains 100 spaces. One space pays $500, five spaces pay $25, and the others pay nothing. How much should you pay to punch out one space? (Assume that you wish to pay the fair price.)
A jar contains 100 coins. One of the coins is a trick coin with heads on...
A jar contains 100 coins. One of the coins is a trick coin with heads on both sides. The other 99 coins are ordinary coins with heads probability .5. A coin is selected at random. (a) What is the probability the coin selected is the trick coin? (b) The coin selected is tossed 7 times, and it happens to land heads each of those times. Now what is the probability it is the trick coin?
An urn contains five black marbles and one orange marbles. Four marbles are drawn out one...
An urn contains five black marbles and one orange marbles. Four marbles are drawn out one at a time. For each marble, if it is black the marble is set aside, but if it is orange it is returned to the urn before the next marble is drawn. Let X be the number of black marbles drawn from the urn. Find the probability distribution for X and find the expectation value and variance of X
A bag contains four quarters, one nickel, one dime, and five pennies. We reach with our...
A bag contains four quarters, one nickel, one dime, and five pennies. We reach with our hand and pull out two coins at random. What are the chances that we pull $0.15 worth of coins?
3. Imagine there are five glasses, each of which contains one of these substances. Which substance...
3. Imagine there are five glasses, each of which contains one of these substances. Which substance is a heterogeneous mixture? A) wine B) beer C) water D) salt water E) air 5.What answer should be reported, with the correct number of significant figures, for the following calculation? (433.621 - 333.9) × 11.900 a 1.19 × 103 b1.187 × 103 c 1.1868 × 103 d 1.18680 × 103 e 1.186799 × 103 The mass of a proton is 1.67 × 10-27...
Problem 4. What is the probability that a five card poker hand contains at least one...
Problem 4. What is the probability that a five card poker hand contains at least one ace? Problem 5. What is the probability that a five card poker hand contains two pairs? (two of each of two different kinds, and a fifth card of a third kind) Problem 6. Suppose that 100 people enter a contest and that different winners are selected at random for first, second, and third prizes. What is the probability that Michelle wins one of these...
The file CD Rate contains yields for a one-year certificate of deposit (CD) and a five-year...
The file CD Rate contains yields for a one-year certificate of deposit (CD) and a five-year CD for 39 banks listed for West Palm Beach, Florida on January 9, 2017. For each type of investment, decide whether the data appear to be approximately normally distributed by: a. comparing data characteristics to theoretical properties. b. constructing a normal probability plot Bank One-Year Five-Year 5 Star Bank 1.00 1.60 Alostar Bank of Commerce 1.05 1.66 Amalgamated Bank 0.50 1.10 AmTrust Bank 0.40...
1. A box contains four red, five blue, and eleven green lenses. One lens is randomly...
1. A box contains four red, five blue, and eleven green lenses. One lens is randomly selected from the box. is the probability that the selected lens is blue. 2. A box contains nine red, five yellow, and six green lenses. One lens is randomly selected from the box. Find the probability that the selected lens is yellow or green. 3. An unprepared student makes random guesses for the three true-false questions on a quiz. Find the probability that there...
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT