The position of some elements $A, B, C, D, E, F$ and $G$ in the Modern Periodic Table is given as under:
Group $\to$$16$$17$$18$
Period $1$ $A$
Period $2$$B$$C$$D$
Period $3$$E$$F$$G$

$(a)$ In which group are inert elements placed?
$(b)$ What type of ions would $B, C, E,$ and $F$ form?
$(c)$ Which element would have chemical properties similar to $C$?
$(d)$ How many shells would $A$ have?
$(e)$ What is the similarity between $A$ and $D$?
$(f)$ Identify the most abundant element in the earth's crust.

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$(a)$ Inert elements (noble gases) are placed in group $18$.
$(b)$ Elements in group $16$ ($B$ and $E$) gain $2$ electrons to form $B^{2-}$ and $E^{2-}$ ions. Elements in group $17$ ($C$ and $F$) gain $1$ electron to form $C^{-}$ and $F^{-}$ ions.
$(c)$ $F$ would have chemical properties similar to $C$ because they belong to the same group $(17)$.
$(d)$ $A$ is Helium $(He)$, which is in period $1$, so it has only $1$ shell ($K$-shell).
$(e)$ Both $A$ and $D$ are inert noble gases belonging to group $18$, meaning they have stable electronic configurations (complete valence shells).
$(f)$ $B$ (Oxygen) is the most abundant element in the earth's crust.

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The atomic number of $Na$ and $Mg$ is $11$ and $12$ respectively and they belong to the same period.
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$(c)$ To which group would each one belong?

Which of the following statements about the Modern Periodic Table is correct?

Properties of the elements are given below. Where would you locate the following elements in the periodic table?
$(a)$ An element which is an inert gas with atomic number $2$.
$(b)$ An element whose thin oxide layer is used to make other elements corrosion resistant by the process of 'anodising'.

Mendeleev predicted the existence of certain elements not known at that time and named two of them as Eka-silicon and Eka-aluminium.
$(a)$ Classify these elements as metals,non-metals,or metalloids.
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Identify and name the metals from the following elements whose electronic configurations are given below:
$(a)$ $2, 8, 2$
$(b)$ $2, 8, 1$
$(c)$ $2, 8, 7$
$(d)$ $2, 1$

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