Movement of large volumes of fluid (water) carrying dissolved molecules/ions all moving at same rate in same direction, movement caused by pressure gradient
Why can't the potometer measure the rate of transpiration?
Not all of the water is used in transpiration (some is used in photosynthesis, hydrolysis, making cells turgid)
What would you have to know/ work out to be able to standardise the rate of water uptake into units of mm^3/ mm^-2/mm^-1 (mm^3 water taken up per mm^2 leaf area per minute?)
Surface area of the leaf
Distance travelled and the diameter of the lumen *time taken to travel
pi(r^2)x length= volume
Describe how you would calculate the rate of uptake using the units mm^3/mm^-2/mm^-1?
Vol/SA=Answer/Time= rate per.... mm^3/mm^-2/mm^-1
Describe a method to find the area of the leaves
Draw around the leaves on graph paper
Why might you need to standardise units of water uptake?
To allow for comparison
Why should you get rid of anomalous results when calculating a mean?
To acquire a more accurate/reliable mean
Suggest reasons why the results may not be accurate when using a potometer-
May not have been airtight/watertight-leaks possible
Air bubbles may have formed in the xylem/stem
Leaves may be wet
What was the smallest scale division of your potometer? and therefore what is the uncertainty in each measurement?