Using a serial dilution with three steps, how can you make a 1:5000 dilution? Show two different approaches you can take (each using three steps/dilutions).
Could someone please guide me through the steps of how to solve this dilution problem? I'm at a loss as to where to start
EXPLANATION;
A serial dilution is any dilution in which concentration decreases by the same factor in each successive step.
In serial dilutions, You multiply the dilution factors for each step.
The dilution factor or the dilution is the initial volume divided by final volume.
Therefore , Dilution factor (DF) =Vi/Vf
so, to get a dilution of 1:5000, initial volume /final volume =1/5000
Take three test tubes along with a stock solution . Let us consider three test tubes as A B and C . Now transfer 1ml from stock solution to test tube A which already consists of 9ml and continue the process with remaining two tubes so that u can get a final dilution factor as 1:5000
Using a serial dilution with three steps, how can you make a 1:5000 dilution? Show two...
Can someone show me how to
solve this question with steps please, I'm a little confused on how
to approach this problem.
- ZOOM + Turn in at beginning of lecture Thursday, Sept. 19. 4h. Three cables, AD, BD and CD support a 30 kN vertical load. Determine the tensions in each cable. (20 pts)
How would you make 120 mL of a 1 to 25 dilution of a yeast extract? I'm really not understanding this process so steps/explanations would be nice. Thanks.
Hi,
I'm having trouble solving this problem... Could you please
solve it using clear detailed steps so that I can
better understand how to tackle it next time?
Thanks! :)
Consider the following image. (Take q1 +2.95 nC and q28.44 nC.) gh 42 (a) Find the net electric flux through the cube shown in the figure above. N m2/c (b) Can you use Gauss's law to find the electric field on the surface of this cube? Yes No Explain
The answer is 47, show steps
21. How many different sums of money can you make with three pennies, a nickel, a dime, and two quarters?
Can you make up 20 ml of a 1:200 dilution from 2 ml of a 1:40 stock solution? (a) If so, how? If not why not? (b) If not what is the largest volume of a 1:200 you could make?
Problem solving Question: 1. If you were to serially dilute a sample with three 1:10 dilutions, what would be the final dilution of the last tube? 2. If you add 1 ml of sample to 99 ml of water, and then add 0.1ml (100pl) to the agar plate what is the dilution of the sample on the plate? 3. If you count 98 colonies on the 10-5 plate, how many bacteria/ml were in your sample? 4. What are three ways...
How do these 4 equations make
the Force equation?
Can you please show the steps you would take?
L- 2AS tan α
Im stuck. can someone please show me code on how i can make text appear on html canvas. i want to create a form where someone for example put their name and when submit button is clicked on the form it appear on the canvas. i am using html javascript. please show code for javascript, canvas, and html. please let me know if im not making sense. Thank you
Can someone please show me how to solve this through MATLAB? I'm
not sure as to how to begin. I need the MATLAB code in which the
arrays are clearly shown. My professor suggested using V=inv(A)*I.
Apply nodal analysis in order to find the voltages at each node.
Thanks!
2k 2mA 12k 6k 3k 6k lmA
please help with whatever possible. thank you so much in
advance.
Name One use of serial dilutions is to calculate the concentration of microorganisms. Since it would usually be challenging or even impossible to actually count the number of microorganisms in a sample, the sample is diluted and plated to get a reasonable number of colonies to count (usually between 25 to 250 colonies is the goal). Since each colony on an agar plate theoretically grew from a single microorganism,...