What Is The Mass Of The Piece Of Copper? Express The Answer To The Nearest Whole Number.

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What Is The Mass Of The Piece Of Copper? Express The Answer To The Nearest Whole Number.. Express the answer to the nearest whole number. The mass of the copper piece is approximately 130 grams.

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M = q / cδt = 125 cal / (0.0924 cal/g°c * 74.7°c) ≈ 176.41 grams. What is the mass of the piece of copper? What is the mass of the piece of copper?

Δt Is The Change In Temperature (In °C).


The mass of the copper piece is approximately 130 grams. A piece of copper (c = 0.385) undergoing a temperature change from 150°c to 225°c absorbs 3,500 joules of energy. A piece of copper c = 0.385 joules over grams times degrees celsius undergoing a temperature change from 150°c to 225°c absorbs 3,500 joules of energy.

What Is The Mass Of The Piece Of Copper?


Rearranging the formula to solve for mass, you get: What is the mass of. To determine the mass of a copper object, you need to know its volume as well as the density of copper, which is 8.9 g/cm^3.

The Formula To Calculate Mass Is Mass = Density X.


M = q / cδt = 125 cal / (0.0924 cal/g°c * 74.7°c) ≈ 176.41 grams. This is calculated using the formula for thermal energy absorbed, given the specific heat of copper and the. Express the answer to the nearest whole number.

So, The Mass Of The Piece Of Copper Is.


The heat is 11,77 kj. What is the mass of the piece of. Using the heat equation to find mass a piece of copper (c=0.385 j/g°c ) undergoing a temperature change from 150°c to 225°c absorbs 3,500 joules of energy.

What Is The Mass Of The Piece Of Copper?


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