Considering the $x$-axis as the internuclear axis,which of the following will not form a sigma $(\sigma)$ bond and why?
$(a)$ $1s$ and $1s$
$(b)$ $1s$ and $2p_{x}$
$(c)$ $2p_{y}$ and $2p_{y}$
$(d)$ $1s$ and $2s$

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(C) $2p_{y}$ and $2p_{y}$ orbitals will not form a sigma $(\sigma)$ bond.
Since the $x$-axis is the internuclear axis,the $2p_{y}$ orbitals are oriented perpendicular to the internuclear axis.
Therefore,$2p_{y}$ and $2p_{y}$ orbitals will undergo lateral (sideways) overlapping,resulting in the formation of a pi $(\pi)$ bond instead of a sigma $(\sigma)$ bond.

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Which one is stronger,$\sigma$ bond or $\pi$ bond? Why?

State the number of $\sigma$ and $\pi$ bonds in the following molecules:
$(a)$ $C_2H_2$
$(b)$ $C_2H_4$

Assertion : Sigma $(\sigma)$ is a strong bond,while pi $(\pi)$ is a weak bond.
Reason : Atoms rotate freely about pi $(\pi)$ bond.

Which orbitals on overlapping will form $\sigma$ and $\pi$ bond in $C=C$ of alkene? Explain.

Which of the following represent zero overlap (non-bonding condition)?

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