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.01g
"0.1g" means "one tenth of a gram of mass"
what is meant by a negative binomial distribution what is meant by a negative binomial distribution
The question is ambiguous. If you meant negative (64 squared), the value is -4096, which is a negative integer. If, instead, you meant (negative 64) squared, the value is +4096, a positive integer.
False - if the sentence is meant to be exhaustive. Integers can be positive or negative OR ZERO.
platinum silver metallic = 01G
Coliforms are rod shaped gram negative bacteria that are often in well water. Not all coliform are harmful, but those of fecal origin are very harmful. The lab coliform count determines what type and how many coliform are in a water sample. This result is always marked "fit for human use" or "NOT fit for human use".
.01g
MacConkey's agar is a selective growth media that is best suited for isolation of coliform bacteria. This bacterial is red and is gram negative. The agar plate inhibits the growth of gram positive organisms and allows gram negative organisms to grow.
coliform ferment lactose and are non pathogenic, non-coliform do not ferment lactose and are pathogenic (true pathogens)
Coliforms represent normal bacterial flora found in the intestines of humans and animals.Examples of coliform found in water include:Enterotoxigenic E. coli (Gram negative bacterium) which causes traveler's diarrheaShigella spp. (Gram negative bacterium) which causes bacillary dysenteryVibrio cholerae (Gram negative bacterium) which causes choleraSalmonella enterica typhi (Gram negative bacterium) which causes typhoid fever
at high sugar osmolirity of coliform disturb , so coliform killed or inhibit,,,,,
"0.1g" means "one tenth of a gram of mass"
no it does not ferment lactose, therefore is not a coliform
what is meant by a negative binomial distribution what is meant by a negative binomial distribution
A coliform count is a microbiological assay of the number of coliform-type bacteria living in a certain sample. This is often used as a measure of fecal contamination of water supplies.
It is 100 coliform cells for 100 ml water.