Answer :
Sure! Let's break down the steps to find the sum of these amounts of money, and express it in pounds (£):
1. Identify the amounts and convert where necessary:
- The first amount is £54.70.
- The second amount is 67 pence. To convert pence to pounds, we divide by 100, which gives us £0.67.
- The third amount is £183.00.
2. Add the amounts together:
- Start by adding £54.70 and £0.67:
[tex]\[
£54.70 + £0.67 = £55.37
\][/tex]
- Next, add £183.00 to the result from the previous step:
[tex]\[
£55.37 + £183.00 = £238.37
\][/tex]
3. Final Result:
- The total sum of these amounts is £238.37.
So, when you add all the amounts together, the sum is £238.37.
1. Identify the amounts and convert where necessary:
- The first amount is £54.70.
- The second amount is 67 pence. To convert pence to pounds, we divide by 100, which gives us £0.67.
- The third amount is £183.00.
2. Add the amounts together:
- Start by adding £54.70 and £0.67:
[tex]\[
£54.70 + £0.67 = £55.37
\][/tex]
- Next, add £183.00 to the result from the previous step:
[tex]\[
£55.37 + £183.00 = £238.37
\][/tex]
3. Final Result:
- The total sum of these amounts is £238.37.
So, when you add all the amounts together, the sum is £238.37.
