(g/day)*(ug/kg)*(kg.day/mg)/
kg
(g/day)*(ug/kg)*(kg.day/mg)/kg
= g*ug/(mg*kg)
= (g/mg)*(ug/kg)= 10^3*10^-9 = 10^-6
(11.38 g/day)*(2.82ug/kg)*(17.5kg-day/mg)/20kg
= 0.000000002808015
What would be the symbol after the number g/kg, ug/kg? I have no clue
Please help
To simplify the given expression: (g/day) * (ug/kg) * (kg.day/mg) / kg, let's break it down step by step and cancel out the units to find the final answer.
Step 1: (g/day) * (ug/kg)
To cancel out the units, we need to multiply by the reciprocal of the second term's unit.
1 (g/day) * (ug/kg) * (1000 mg/1 g) = (1000 ug/day)
Now the units in the expression are in micrograms per day (ug/day).
Step 2: (1000 ug/day) * (kg.day/mg)
To cancel out the units, we need to multiply by the reciprocal of the second term's unit.
(1000 ug/day) * (1 kg.day/1000 mg) = (1 kg.day/1 day)
Now the units in the expression are in kg per day (kg/day).
Step 3: (1 kg.day/1 day) / kg
To cancel out the units, we need to divide by the second term's unit.
(1 kg.day/1 day) / (1 kg) = 1 kg.day
Now the units in the expression are in kg.day.
Therefore, the simplified expression is 1 kg.day.