Maths
>
KS3
>
Numbers
>
How would ...
3 years ago
·
22 Replies
·
3219 views
Davin Deckow
22 Answers
so you would do 27 divide by 100 then times that number by 17 so it would be 4.59
1) Split 27% into (2)10% and (7) 1%
2) Work out 10% of £17 which is £1.70
2) Multiply £1.70 by 2 (the answer is £3.40)
3) Work out 1% of £17 which is £0.17
4) Multiply £0.17 by 7 (the answer is £1.19
5) Add £3.40 and £1.19
6) The final answer is £4.59
27 percent *17 =
(27:100)*17 =
(27*17):100 =
459:100 = 4.59
Hi there,
To find 27% of £17 first find 25% by dividing by 4.
£17/4 = £4.25
Then find 1% by dividing by 100
1% of £17 = £0.17
times this by 2 to get 2%
2% of £17 = 0.17 x 2 = £0.34
Then add this together:
25% = £4.25
2% = £0.34
= £4.59
Remember if you're working out a 27% discount you would need to take away 27% from £17.
Experienced maths specialist making difficult topics seem easy!
This question looks like a calculator question and the easiest hack to find any percentage of anything on a calculator is to locate the % button, on my calculator its found by pressing 'shift' then 'ans' , yours may be different but it will be in yellow above one of the buttons meaning you will need to press shift before it.
In maths whenever you see the word 'of' you need to multiply.
So 27% of 17 means 27% x 17
using my calculator i would type :
27 'shift' 'ans' x 17 =
then my answer would be 4.59
I'm available for 1:1 private online tuition!
Click here to view my profile and arrange a free introduction.Here to help you thrive
First step would be to find 10% of £17
====> 10%= £17/10
= £1.7
In order to find 20% of £17, we must multiply £1.7 by 2, this is equal to £3.4
20% of £17 = £1.7 X 2
= £3.4
Next step is to find 1% of £17, this is equal to £0.17, in order to find 7% of £17, we multiply £0.17 by 7
7% = £1.19
Therefore 27% of £17 is equal to £1.19 added to £3.4 ===> 27%= £1.19 + £3.4
= £4.59
I'm available for 1:1 private online tuition!
Click here to view my profile and arrange a free introduction.20% of £17 is 3.4
5% of £17 is 0.85
2% of £17 is 0.34
therefore 27% of £17 is £4.59
Think you can help?
Get started with a free online introductions with an experienced and qualified online tutor on Sherpa.
Find a KS3 Maths Tutor