Edward has 8 coins worth 10 cents each and 5 coins worth 5 cents each.
How much money does he have in total, expressed in euros?
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Edward has 8 coins worth 10 cents each and 5 coins worth 5 cents each.
How much money does he have in total, expressed in euros?
First, let's calculate how many euros are 8 ten- cents coins:
Since one euro has 100 cents, 80 cents equals 0.8 euros
Now let's calculate how many are 5 five-cent coins:
Since one euro has 100 cents, 25 cents equals 0.25 euros
Finally, let's add the amounts of euros together:
Edward has one euro and 5 cents, meaning: 1.05 euros in total
€
Are they the same numbers?
\( 0.23\stackrel{?}{=}0.32 \)
The question asks for the answer in euros, not cents. Since 100 cents = 1 euro, you must divide your cent total by 100 to get the proper euro amount.
Yes! You can convert 8×10=80 cents to 0.8 euros, then 5×5=25 cents to 0.25 euros, then add: 0.8 + 0.25 = 1.05 euros. This often helps avoid mistakes!
Without the decimal point, your answer would be 100 times too large! Always remember: cents ÷ 100 = euros, so 105 cents becomes 1.05 euros, not 105 euros.
Use multiplication when you have multiple coins of the same value. Here: 8 ten-cent coins means cents, and 5 five-cent coins means cents.
In this problem, no rounding needed! 1.05 is already exact. But always check if the problem asks for rounding to a specific number of decimal places.
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