Questions: Infinity stones release energy in forms of heat, radiation, and blast work. Assume that an immortal being has collected 2 infinity stones, each capable of producing 5000 tera-Joules (TJ) of energy. If both stones are used simultaneously, how much heat, in SI units of TJ, is supplied from the stones if 30% of the energy produced by the stones is in the form of heat? On Canvas, submit only the magnitude value associated with the proper units; do not include units in your answer online. For instance, for an answer of 10.5 lbf, enter 10.5 into the answer position in Canvas. Do not use scientific notation.

Infinity stones release energy in forms of heat, radiation, and blast work. Assume that an immortal being has collected 2 infinity stones, each capable of producing 5000 tera-Joules (TJ) of energy. If both stones are used simultaneously, how much heat, in SI units of TJ, is supplied from the stones if 30% of the energy produced by the stones is in the form of heat? On Canvas, submit only the magnitude value associated with the proper units; do not include units in your answer online. For instance, for an answer of 10.5 lbf, enter 10.5 into the answer position in Canvas. Do not use scientific notation.
Transcript text: Infinity stones release energy in forms of heat, radiation, and blast work. Assume that an immortal being has collected 2 infinity stones, each capable of producing 5000 tera-Joules (TJ) of energy. If both stones are used simultaneously, how much heat, in SI units of TJ, is supplied from the stones if $30 \%$ of the energy produced by the stones is in the form of heat? On Canvas, submit only the magnitude value associated with the proper units; do not include units in your answer online. For instance, for an answer of 10.5 lbf , enter 10.5 into the answer position in Canvas. Do not use scientific notation.
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Solution

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Solution Steps

Step 1: Determine Total Energy Produced by the Stones

Each infinity stone produces 5000 TJ of energy. Since there are 2 stones, the total energy produced is: \[ 2 \times 5000 \, \text{TJ} = 10000 \, \text{TJ} \]

Step 2: Calculate the Heat Energy

Given that \(30\%\) of the total energy is in the form of heat, we calculate the heat energy as follows: \[ \text{Heat Energy} = 0.30 \times 10000 \, \text{TJ} = 3000 \, \text{TJ} \]

Final Answer

\[ \boxed{3000} \]

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