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4. Calculate the energy released (in kJ/mol) by the fusion reaction of deuterium and tritium: 2H + ³H → 4He + n Particle masses (amu): ?H (2.01355321), 'H (3.0160492), "He (4.002602), n (1.008664916) 1 amu = 1.66054 x 1021 kg %3D A M= Reactants-products %3D =D2.01355321+3.0160492-4.002 602+ 1.008664916 =0.018335494 amu kg -0.030440 8212x10 xa amu E=0.30446 8212x (0-27 Va (3x108 m/9 E= 0.27y x I kS 16.022x1023 l000 mor €-2.구나0213인( x0) ) E=1.6501 x10a K)lmol 5. What photon wavelength does your calculated energy from # 4 correspond to? What type of radiation would this be?

4. Calculate the energy released (in kJ/mol) by the fusion reaction of deuterium and tritium: 2H + ³H → 4He + n Particle masses (amu): ?H (2.01355321), 'H (3.0160492), "He (4.002602), n (1.008664916) 1 amu = 1.66054 x 1021 kg %3D A M= Reactants-products %3D =D2.01355321+3.0160492-4.002 602+ 1.008664916 =0.018335494 amu kg -0.030440 8212x10 xa amu E=0.30446 8212x (0-27 Va (3x108 m/9 E= 0.27y x I kS 16.022x1023 l000 mor €-2.구나0213인( x0) ) E=1.6501 x10a K)lmol 5. What photon wavelength does your calculated energy from # 4 correspond to? What type of radiation would this be?

Chemistry
Chemistry
10th Edition
ISBN:9781305957404
Author:Steven S. Zumdahl, Susan A. Zumdahl, Donald J. DeCoste
Publisher:Steven S. Zumdahl, Susan A. Zumdahl, Donald J. DeCoste
Chapter1: Chemical Foundations
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Problem 1RQ: Define and explain the differences between the following terms. a. law and theory b. theory and...
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4. Calculate the energy released (in kJ/mol) by the fusion reaction of deuterium and tritium: 2H + ³H → 4He + n Particle masses (amu): ?H (2.01355321), 'H (3.0160492), "He (4.002602), n (1.008664916) 1 amu = 1.66054 x 1021 kg %3D A M= Reactants-products %3D =D2.01355321+3.0160492-4.002 602+ 1.008664916 =0.018335494 amu kg -0.030440 8212x10 xa amu E=0.30446 8212x (0-27 Va (3x108 m/9 E= 0.27y x I kS 16.022x1023 l000 mor €-2.구나0213인( x0) ) E=1.6501 x10a K)lmol 5. What photon wavelength does your calculated energy from # 4 correspond to? What type of radiation would this be?
Transcribed Image Text:4. Calculate the energy released (in kJ/mol) by the fusion reaction of deuterium and tritium: 2H + ³H → 4He + n Particle masses (amu): ?H (2.01355321), 'H (3.0160492), "He (4.002602), n (1.008664916) 1 amu = 1.66054 x 1021 kg %3D A M= Reactants-products %3D =D2.01355321+3.0160492-4.002 602+ 1.008664916 =0.018335494 amu kg -0.030440 8212x10 xa amu E=0.30446 8212x (0-27 Va (3x108 m/9 E= 0.27y x I kS 16.022x1023 l000 mor €-2.구나0213인( x0) ) E=1.6501 x10a K)lmol 5. What photon wavelength does your calculated energy from # 4 correspond to? What type of radiation would this be?
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