Find the sum of all the stereocenters that ar | vedclass

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(C) stereocenter is an atom at which the interchange of two groups produces a stereoisomer. This includes chiral centers and atoms involved in geometr

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$10$

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(C) stereocenter is an atom at which the interchange of two groups produces a stereoisomer. This includes chiral centers and atoms involved in geometric isomerism (like those in double bonds).$(I)$ The compound has $3$ stereocenters: the chiral carbon in the ring and the two carbons of the double bond.$(II)$ The compound has $4$ stereocenters: the two chiral carbons in the ring and the two carbons of the double bond.$(III)$ The compound has $1$ stereocenter: the chiral carbon in the ring. The double bond carbons are not stereocenters because one carbon is attached to two identical $CH_3$ groups.$(IV)$ The compound has $2$ stereocenters: the two chiral carbons in the ring. The double bond carbons are not stereocenters.Total sum = $3 + 4 + 1 + 2 = 10$.

Find the sum of all the stereocenters that are present in the compounds shown below.

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