The units of q in the given context are not specified.
The units of q in the given equation are not specified.
In physics, the fundamental units of charge (q) are measured in coulombs (C).
The number of units of the keyword "q" needed for this task is unknown.
The unit of q in the given equation is not provided.
The fundamental unit for charge (q) in physics is the Coulomb (C).
The units of q in the given equation are not specified.
In physics, the fundamental units of charge (q) are measured in coulombs (C).
The number of units of the keyword "q" needed for this task is unknown.
The unit of q in the given equation is not provided.
FDA is suggested that average of 24 units not less than Q value and for 6 units accuracy it should meet Q+5
zero Half the distance between them would be 4 units; so 3 units from P would not be close enough to Q to be equidistant.
The fundamental unit for charge (q) in physics is the Coulomb (C).
It is impossible to tell when there are no units of measurement given with the numbers.It is impossible to tell when there are no units of measurement given with the numbers.It is impossible to tell when there are no units of measurement given with the numbers.It is impossible to tell when there are no units of measurement given with the numbers.
i lake units are given ,in which 50000 units are given i/m and remaining are given iv...
Q = MC(Tf - Ti) Q is the heat added; M is the mass of the water; C is the heat capacity of water (look it up); Tf is the final temperature (this is what you solve for); Ti is the initial temperature of the water. Make sure your units all jive. For example C would have to be in units of kj/kg-deg for you to get the correct answer ,using the units given.
The statement "3.70 equals 13.20" is incorrect in standard arithmetic. However, it could make sense in a specific context, such as a currency conversion, where 3.70 units of one currency might be equivalent to 13.20 units of another currency at a given exchange rate. Without additional context, the equation does not hold true mathematically.
An oblong number is a composite (non-prime) number. If p and q are a factor-pair for an oblong number n, then the number n can be represented by a rectangle or oblong that is p units x q units.