Question: A good electron thief needs a trap at low energy to entice its prey. A poor electron shepherd will have at least some of its flock dangling out at high energy, consider row 2 and 5 in the periodic table. Why should fluorine, in row 2, is less reactive than rubidium, in row 5?

Short Answer

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Answer

The electronegativity of fluorine is larger than that of iodine atom and hence fluorine can attract electrons easily from other atoms to form stable chemical bonds. That is why fluorine is more reactive than iodine.

Step by step solution

01

Introduction

The energy required to remove an electron from the outermost orbit of an atom is called the ionization energy of that atom. If the ionization energy of an atom is low then it is easy to remove an electron from its outermost orbit and hence the atom is more reactive.

The electronegativity of an atom depends both on the atomic number and the distance of the valence electrons from the nucleus of an atom. If the electronegativity of an atom is more, it has more tendency to attract an electron towards itself and hence the atom is more reactive.

02

Role of lithium and rubidium

The role of lithium and rubidium is to "give up" an electron. Hence, they are more reactive if they have low ionization energy. The valence electrons in lithium are closer to the nucleus compared that in rubidium atom. Therefore, the ionization energy of rubidium is less compared to that of lithium. That means, it is harder to remove an electron from lithium compared to that of rubidium. Hence rubidium is more reactive than lithium.

03

Role of fluorine and iodine

The role of fluorine and iodine is to "seize" an electron. Hence they are more reactive if they are more electronegative. The size of the fluorine atom is much smaller than the iodine atom. Thus, the outermost electron in iodine is far from the nucleus compared to that in the Fluorine atom. Therefore electronegativity of fluorine is larger than that of the iodine atom and hence fluorine can attract electrons easily from other atoms to form stable chemical bonds. That is why fluorine is more reactive than iodine.

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Most popular questions from this chapter

Question: Early on, the lanthanides were found to be quite uncooperative when attempts were made to chemically separate them from one another. One reason can be seen in Figure 8.16. Explain.

To investigate the claim that lowerimplies lower f energy. consider a simple case: lithium. which has twon=1electrons and alonen=2valence electron.

(a)First find the approximate orbit radius, in terms ofa0. of ann=1electron orbiting three protons. (Refer to Section 7.8.)

(b) Assuming then=1electrons shield/cancel out two of the protons in lithium's nucleus, the orbit radius of ann=2electron orbiting a net charge of just+e.

(c) Argue that lithium's valence electron should certainly have lower energy in a 25 state than in a2pstale. (Refer Figure 7.15.)

Question:Figure 8.16 shows that in the Z = 3 to 10 filling of the n = 2 shell (lithium to neon), there is an upward trend in elements' first Ionization energies. Why is there a drop as Z goes from 4 to 5, from beryllium to boron?

Consider Z=19potassium. As a rough approximation assume that each of itsn=1electron s orbits 19 pro. tons and half an electron-that is, on average, half its fellown=1electron. Assume that each of itsn=2electrons orbits 19 protons, two Is electrons. and half of the seven othern=2electrons. Continue the process, assuming that electrons at eachorbit a correspondingly reduced positive charge. (At each, an electron also orbits some of the electron clouds of higher. but we ignore this in our rough approximation.)

(a) Calculate in terms ofa0the orbit radii of hydrogenlike atoms of these effective Z,

(b) The radius of potassium is often quoted at around0.22nm. In view of this, are yourn=1throughn=3radii reasonable?

(c) About how many more protons would have to be "unscreened" to then=4electron to agree with the quoted radius of potassium? Considering the shape of its orbit, should potassium'sn=4electron orbit entirely outside all the lower-electrons?

What is the minimum possible energy for five (non-interacting) spin -12particles of massmin a one dimensional box of length L ? What if the particles were spin-1? What if the particles were spin -32?

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