Question

Theo has a 500 ml bottle of a fizzy drink. Poppy has 216 ml of the same fizzy drink in

a glass. Theo gives Poppy some of his drink so that they each have the same amount.
How much drink does Theo give to Poppy?

Answer 1

To make the amounts equal, Theo gives Poppy 142 ml of his fizzy drink, after calculating the total and dividing it by two to find the equal share they both should have.

Step-by-step explanation:

The question involves determining the amount of fizzy drink Theo needs to give to Poppy in order for them both to have the same amount of drink. Theo has a 500 ml bottle, and Poppy has 216 ml in a glass.

To find out how much drink Theo gives to Poppy, we first calculate the total amount of drink they have together, which is 500 ml + 216 ml = 716 ml. Next, we divide this total by 2 to find out how much each should have if they are to have equal amounts: 716 ml / 2 = 358 ml. Therefore, each of them should have 358 ml of the fizzy drink.

Since Poppy currently has 216 ml, Theo needs to give her the difference between what she should have and what she already has, which is 358 ml - 216 ml = 142 ml. So, Theo gives Poppy 142 ml of his fizzy drink.

Answer 2

142 mL

Step-by-step explanation:

In order to find the answer for this question, we'll need to find the average of the two values, because that will tell us how much each person will have after the exchange. We can then subtract that from Theo's initial amount to get what he gives to Poppy. There are other ways to do this, this is just one way.

To find the average, we'll first add the two values together. 500 + 216 = 716.

Then, we divide this by 2, as that's the number of values we initially added together. 716 / 2 = 358.

Finally, we subtract this from Theo's initial value. 500 - 358 = 142.

That gives us our final answer of 142 mL. We can add this to Poppy's initial value to check our answer, 216 + 142 = 358.

Hope this helps! Let me know if you have any questions :D