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Standard deviation of relative quantity, Normalization factor, Efficiency corrected cq (cq – Bio-Rad Firmware & Software Updates User Manual

Page 118: Mean efficiency corrected cq (mcq

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MiniOpticon Instruction Manual

107

Standard Deviation of Relative Quantity

The standard deviation of the relative quantity is calculated with the following formula:

Where:

• SD Relative Quantity = standard deviation of the relative quantity

• SD C

q

sample = Standard deviation of the C

q

for the sample (GOI)

• Relative Quantity = Relative quantity of the sample

• E = Efficiency of primer and probe set. This efficiency is calculated with the formula

(% Efficiency * 0.01) + 1, where 100% efficiency = 2

• GOI = Gene of interest (one target)

Normalization Factor

The denominator of the normalized expression equation is referred to as the normalization
factor. The normalization factor is the geometric mean of the relative quantities of all the
reference targets (genes) for a given sample, as described in this formula:

Where:

• RQ = Relative quantity

• n = Number of reference targets

• GOI = Gene of interest (one target)

Efficiency Corrected Cq (Cq

E

)

The efficiency corrected Cq is calculated by the following formula:

Where:

• E = efficiency

Mean Efficiency Corrected Cq (MCq

E

)

The mean efficiency corrected Cq is calculated with the following formula:

Where:

• Cq

E

= Efficiency corrected Cq

• n = number fo replicates

SD Relative Quantity

SD Cq

GOI

Relative Quantity

Sample X

Ln (E

GOI

=

Normalization Factor

sample (GOI)

(RQ

sample (Ref 1)

RQ

sample (Ref 2)

 RQ

sample (Ref n)

)

1
n

--

=

Cq

E

Cq

(log(E)/log(2))

=

MCq

E

Cq

E (Rep 1)

Cq

E (Rep 2)

 Cq

E (Rep n)

+

+

+

n

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=