Math, asked by Anonymous, 2 months ago

Peggy and her mom have been living alone in an island ever since Peggy was born. To keep track of how old her daughter is, every day after Peggy was born, her mom carves a tick mark into a tree.
One day, Peggy's mom counted 2000 tick marks on the tree. How many years old is Peggy, rounded off to the nearest year? Remember that a year has 365 days.

Answers

Answered by Anonymous
8

Question:

Peggy and her mom have been living alone in an island ever since Peggy was born. To keep track of how old her daughter is, every day after Peggy was born, her mom carves a tick mark into a tree.

One day, Peggy's mom counted 2000 tick marks on the tree. How many years old is Peggy, rounded off to the nearest year? Remember that a year has 365 days.

Answer:

5 years

Step-by-step explanation:

What we know:

- 2000 days passed (since each tick mark represents a day)

- One year has 365 days

Let x represent the number of years that passed.

If each year has 365 days, 365 multiplied by the number of years that passed should equal 2000.

365x=2000

Divide both sides by 365 to isolate x

\sf \dfrac{365x}{365} =\dfrac{2000}{365}

x ≈ 5

Therefore, Peggy is 5 years old.

I hope this helps!

Answered by Nishtha9144
6

Step-by-step explanation:

Question:

Peggy and her mom have been living alone in an island ever since Peggy was born. To keep track of how old her daughter is, every day after Peggy was born, her mom carves a tick mark into a tree.

One day, Peggy's mom counted 2000 tick marks on the tree. How many years old is Peggy, rounded off to the nearest year? Remember that a year has 365 days.

Answer:

5 years

Step-by-step explanation:

What we know:

- 2000 days passed (since each tick mark represents a day)

- One year has 365 days

Let x represent the number of years that passed.

If each year has 365 days, 365 multiplied by the number of years that passed should equal 2000.

365x=2000

Divide both sides by 365 to isolate x

\sf \dfrac{365x}{365} =\dfrac{2000}{365}

365

365x

=

365

2000

x ≈ 5

Therefore, Peggy is 5 years old.

I hope this helps!

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