( ( ( ENERGY ( CAN ( NOT ( BE ( CREATED OR ) ) ) ) ) DESTROYED ) ( , ( ( BUT ( IT ( CAN ( BE ( CONVERTED ( FROM ( ONE ( FORM ( INTO OTHER ) ) ) ) ) ) ) ) ) ( ( FORMS ( WITH ( ( NO ( NET LOSS ) ) ( OF ENERGY ) ) ) ) . ) ) ) )
(ROOT (S (S (NP (NNP ENERGY) (NNP CAN) (NNP NOT) (NNP BE) (NNP CREATED) (NNP OR)) (VP (VBD DESTROYED))) (, ,) (NP (NNP BUT) (NNP IT) (NNP CAN) (NNP BE) (NNP CONVERTED) (NNP FROM) (NNP ONE) (NNP FORM) (NNP INTO) (NNP OTHER)) (VP (VBZ FORMS) (PP (IN WITH) (NP (NP (DT NO) (NNP NET) (NNP LOSS)) (PP (IN OF) (NP (NNP ENERGY)))))) (. .)))
ENERGY CANNOT BE CREATED OR DESTROYED, BUT IT CAN BE CONVERTED FROM ONE FORM INTO OTHER FORMS WITH NO NET LOSS OF ENERGY.
(ROOT (S (NP (NNP Energy) (PRP it)) (VP (MD can) (RB not) (VP (VB be) (VP (VBN destroyed)))) (. .)))