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Reaching the Age of Adolescence - Adolescence and Physical Changes at Puberty

Grade 8CBSE

Review the key concepts, formulae, and examples before starting your quiz.

🔑Concepts

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Adolescence is the period of life, ranging from approximately 1111 to 1919 years, when the body undergoes changes leading to reproductive maturity.

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Puberty is the process of physical changes through which a child's body matures into an adult body capable of sexual reproduction. It ends when an adolescent reaches reproductive maturity.

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The most conspicuous change during puberty is the sudden increase in height due to the elongation of the long bones of the arms and legs.

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The LarynxLarynx, or the voice box, begins to grow during puberty. In boys, it develops into a protruding part of the throat called the Adam′s appleAdam's \ apple, leading to a deeper voice.

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Increased activity of sweatsweat and sebaceoussebaceous (oil) glands often leads to the development of acne and pimples in many young people during this period.

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Development of Sex Organs: In males, testestestes and penispenis develop completely; in females, ovariesovaries enlarge and eggs begin to mature.

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Secondary Sexual Characters: Features that help to distinguish the male from the female, such as the growth of facial hair and development of breasts, controlled by hormones like TestosteroneTestosterone (male) and EstrogenEstrogen (female).

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Mental, Intellectual, and Emotional Maturity: Adolescents spend more time thinking, become more independent, and may experience mood swings due to hormonal changes.

📐Formulae

Calculation for full height (cm)=Present Height (cm)% of full height at this age×100\text{Calculation for full height (cm)} = \frac{\text{Present Height (cm)}}{\% \text{ of full height at this age}} \times 100

💡Examples

Problem 1:

A boy is 99 years old and 120 cm120 \text{ cm} tall. If at the age of 99, a boy typically reaches 75%75\% of his full height, calculate his estimated full height at the end of the growth period.

Solution:

Full height=12075×100=160 cm\text{Full height} = \frac{120}{75} \times 100 = 160 \text{ cm}

Explanation:

By using the growth percentage formula, we divide the current height (120 cm120 \text{ cm}) by the percentage of growth achieved at that age (75%75\%) and multiply by 100100 to predict the final stature.

Problem 2:

A girl is 1111 years old and 140 cm140 \text{ cm} tall. According to a growth chart, she has reached 88%88\% of her full height. What will be her approximate final height?

Solution:

Full height=14088×100≈159.09 cm\text{Full height} = \frac{140}{88} \times 100 \approx 159.09 \text{ cm}

Explanation:

The calculation indicates that the girl is likely to grow to approximately 159 cm159 \text{ cm} by the time her growth period concludes.