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Problem In the options given below, let E E E denote the rest mass energy of a nucleus and n n n a neutron.
a. E ( 92 236 U ) > E ( 53 137 I ) + E ( 39 97 Y ) + 2 E ( n ) E\left({}_{92}^{236}\text{U}\right) > E\left({}_{53}^{137}\text{I}\right) + E\left({}_{39}^{97}\text{Y}\right) + 2E(n) E ( 92 236 U ) > E ( 53 137 I ) + E ( 39 97 Y ) + 2 E ( n )
b. E ( 92 236 U ) < E ( 53 137 I ) + E ( 39 97 Y ) + 2 E ( n ) E\left({}_{92}^{236}\text{U}\right) < E\left({}_{53}^{137}\text{I}\right) + E\left({}_{39}^{97}\text{Y}\right) + 2E(n) E ( 92 236 U ) < E ( 53 137 I ) + E ( 39 97 Y ) + 2 E ( n )
c. E ( 92 236 U ) < E ( 56 140 Ba ) + E ( 36 94 Kr ) + 2 E ( n ) E\left({}_{92}^{236}\text{U}\right) < E\left({}_{56}^{140}\text{Ba}\right) + E\left({}_{36}^{94}\text{Kr}\right) + 2E(n) E ( 92 236 U ) < E ( 56 140 Ba ) + E ( 36 94 Kr ) + 2 E ( n )
d. E ( 92 236 U ) = E ( 56 140 Ba ) + E ( 36 94 Kr ) + 2 E ( n ) E\left({}_{92}^{236}\text{U}\right) = E\left({}_{56}^{140}\text{Ba}\right) + E\left({}_{36}^{94}\text{Kr}\right) + 2E(n) E ( 92 236 U ) = E ( 56 140 Ba ) + E ( 36 94 Kr ) + 2 E ( n )
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