Does that mean that the probability of finding the electron on the x-axis is 0 too, as it has no volume like the Z axis?Paul Colby said:You instructor is correct if I understand your question. The electron wave function is spread over a volume. Any finite volume the electron will have some chance of being found there. [edit: the smaller the volume the smaller the probability] The z-axis has no volume so the probability is zero.
The probability of finding an electron in a specific location is described by the electron probability density function, which is determined by the electron's wave function. This function gives the likelihood of finding an electron at a specific point in space.
The probability of finding an electron is calculated by taking the square of the electron's wave function. This gives the probability density function, which represents the likelihood of finding the electron at a specific point in space.
No, the probability of finding an electron at a specific point in space can never be 100%. This is because of the uncertainty principle, which states that it is impossible to know both the position and momentum of a particle with absolute certainty.
The probability of finding an electron changes in different energy levels due to the different shapes and sizes of the electron's wave function. In higher energy levels, the electron's wave function is more spread out, resulting in a lower probability of finding the electron at a specific point in space.
The probability of finding an electron differs in different elements due to the different number of protons in the nucleus. This affects the strength of the electron's attraction to the nucleus and the shape of its wave function, resulting in varying probabilities of finding the electron in different elements.