The histogram below shows the distribution of the per cent of

women aged 15 and over who have never married in each

of the 50 states and the District of Columbia.

The leftmost bar in the histogram covers per cent of never-married women ranging from about

(a) $20\%$to $24\%$

(b)$20\%$to $22\%$

(c) $0\%$

(d) $0\%$to $5\%$

(e) None of these.

Given :

Theory used :

The histogram is a popular graphing tool. It is used to summarize discrete or continuous data that are measured on an interval scale. It is often used to illustrate the major features of the distribution of the data in a convenient form.

On the horizontal axis, the leftmost bar represents values between $20\%\mathrm{and}22\%.$

This suggests that the leftmost bar represents roughly $20\%\mathrm{to}22\%$of never-married women.

(a) The leftmost bar in the histogram doesn't cover per cent of never-married women ranging from about $20\%\mathrm{to}24\%$

(c) The leftmost bar in the histogram doesn't cover per cent of never-married women ranging from about $0\%$

(d) The leftmost bar in the histogram doesn't cover per cent of never-married women ranging from about $0\%\mathrm{to}5\%$

(e) The leftmost bar in the histogram doesn't cover per cent of never-married women ranging from about "None of these".