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Step 1 of 2 The definition of is given as the following. =RrA+rB Determine the upper limit of . Assuming that the electron can achieve

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Step 1 of 2 The definition of is given as the following. =RrA+rB Determine the upper limit of . Assuming that the electron can achieve unlimited distance from the nuclei, the upper limit of is Determine the lower limit of . Based on the given figure, the quantity (rA+rB) must always be the value of R. Therefore, the lower limit of is equal to Step 2 of 2 The definition of is given as the following. =RrArB Determine the upper and lower limits of . Based on the given figure, the quantity rArB must always be the value of R. Therefore, the upper limit of is and the lower limit of is xx

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