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to determine how long it will take to half of nuclids to decay, having use in radioactive materials operations
It lowers proportionally to the decrease in the mass. Since potential energy = mgh, changing the "m" would completely change the potential energy. For instance if we look at g as 10 m/s^2 and h as 10m: The original mass is 10kg. (10kg)*(10m/s^2)*(10m)= 1000J If we cut the mass in half. (5kg)*(10m/s^2)*(10m)= 500J The potential energy is cut in half.
constant half-life
Not always easy. Since density is defined as the mass of a unit volume of material,you would measure the volume of the rock by putting it into a container half filled with water and then measure the volume change.
potential energy
Half way down the wall.
If the reduction potential of the cathode is greater than that of the anode, there will be a negative total reduction potential (reaction will not proceed spontaneously).
To determine how many half-lives have passed, you would need to divide the total time passed by the half-life of the substance. The result would give you the number of half-lives that have occurred.
Quite simply ; its a half a gramme , or more accurately its 0.500 grammes .
silver reduced , gold oxidized
silver reduced , gold oxidized
This would be more accurately answered if given more information on the size of the square. The formula you would use is area = width × height and then divide by 2.
Silver (Ag) reduced, gold (Au) oxidized
Silver (Ag) reduced, gold (Au) oxidized.
Pair it with a hydrogen half cell
Easiest way is to make a cut out of the image and determine if it folds in half. The crease made by folding in half is the line of symmetry.
the difference in reduction potentials of the half-cells