This depends on the volume of this drop.
drops of water can be of different size depending on the charge
use a measuring cup
The mass of 1 mL of water is 1 g.
Heat is transferred based on the temperature of a mass (relative to the cooler mass it is transferring heat to) and the heat capacity of the mass. The total heat capacity is a product of the mass and the specific heat, i.e. Heat capacity = mass x specific heat. The hotter the mass, the more heat it can transfer. The greater the mass, the more heat it can transfer per degree of temperature drop. 100 kg of boiling water could be expected to be able to transfer 100 times the amount of heat of just 1 kg of boiling water for a drop of 1 °C.
The answer will depend on how much water - a drop, a cupful, a bucketful, a whole lakeful or WHAT!
1 mL of water has a mass of approximately 1 g. (The mass of 1 milliliter of water is approximately 1 gram.) 1 L of water has a mass of approximately 1 kg. (The mass of 1 liter of water is therefore approximately 1 kilogram.)
The mass of 1 cm3 of water is approximately 1 gram.
The mass of 1 mL of water is 1 g.
The mass of 1.0 liter of water is approximately 1000 grams or 1 kilogram.
No
Heat is transferred based on the temperature of a mass (relative to the cooler mass it is transferring heat to) and the heat capacity of the mass. The total heat capacity is a product of the mass and the specific heat, i.e. Heat capacity = mass x specific heat. The hotter the mass, the more heat it can transfer. The greater the mass, the more heat it can transfer per degree of temperature drop. 100 kg of boiling water could be expected to be able to transfer 100 times the amount of heat of just 1 kg of boiling water for a drop of 1 °C.
Heat is transferred based on the temperature of a mass (relative to the cooler mass it is transferring heat to) and the heat capacity of the mass. The total heat capacity is a product of the mass and the specific heat, i.e. Heat capacity = mass x specific heat. The hotter the mass, the more heat it can transfer. The greater the mass, the more heat it can transfer per degree of temperature drop. 100 kg of boiling water could be expected to be able to transfer 100 times the amount of heat of just 1 kg of boiling water for a drop of 1 °C.