Answer

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**Hint**: Here, the population corresponding to \[18 - 44\] years was not considered as the only answer to the people who are \[44\] years old or younger because the population that will be considered will be corresponding to all the values below \[44\] years of age.

**Complete step by step solution:**

We are given the table represent Population by age groups

The figures in the table are given in thousands.

Age | Population |

\[17\] years and under | \[63,376\] |

\[18 - 44\] years | \[86,738\] |

\[45 - 64\] | \[43,845\] |

\[65\] | \[24,054\] |

The people who are \[44\] years old or younger are \[15,01,14,000\]

So, as we look in the table mentioned above, the population under \[44\] years will be the one that consists of the population corresponding to the range of \[17\] years and under and also the population corresponding to the age range of \[18 - 44\] years. Therefore, the population corresponding to \[17\] years and under is \[6,33,76,000\] and the population corresponding to \[18 - 44\] years is \[8,67,38,000\].

The answer in thousands can be obtained by adding \[63,376\] thousand and \[86,738\] thousand. The result is \[150,114\] thousand, which is \[150,114,000\].

Thus, the population which is \[44\] years old or younger, in total, are \[150,114,000\].

**So, the correct answer is “\[150,114,000\].”.**

**Note**: We note that, the two values will be the part of the population that will come under \[44\] years old or younger.

The sum of the two values corresponding to the two age groups that will be people who are \[44\] years old or younger (\[6,33,76,000\]and \[8,67,38,000\]) will be \[150,114,000\].

The population corresponding to the other age ranges was not considered because they were above the value or age of \[44\] years. Hence, would not come under the younger age range.

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