A given set of p orbitals consists of how many orbitals?

You can determine the number of orbitals you have in a particular shell by using the principal quantum number, $n$. More specifically, the number of orbitals that can be found...

The third electron shell has $3$ subshells, which are $3s$, $3p$, and $3d$. An $s$ subshell only has one orbital. A $p$ subshell has three orbitals. A $d$ subshell has...

However many you want to exist. Technically, an infinite number of atomic orbitals exist, but we really only care about the ones that atoms actually use. To date, the orbital...

The pattern you speak of that tells us the number of orbitals of each type results from solving of Schroedinger's equation. In the course of solving this equation, one generates...

The subshells s, p, d, and f contain the following number of orbitals respectively, where every orbital can hold up to two electrons maximum: s: 1 orbital, 2 electrons. p:...

This is one of Hund's Rules for identifying the ground state . Specifically, when we have several orbitals with the same energy and total angular momentum, and only enough electrons...

each principle energy level can contain one s orbital and each s orbital can hold upto 2 electrons

Number of subshells in $"n"^"th"$ shell $"= n"$ So, there are $3$ subshells ($"s, p, d"$) in $"3"^"rd"$ shell. Number of orbitals in $"n"^"th"$ shell $"=...

There are $3xx2p$ orbitals, $p_x$, $p_y$, and $p_z$, which are oriented along the Cartesian axes. Each $p$ orbital can accommodate 2 electrons, and thus there can be 6 electrons in...

In $sp^2$ hybridization one s and 2 p orbitals are mixed up to form equal number of orbitals having same energy and shape.