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percentage grid

how do you work out missing values have a grid with 1to 10 down the left side & diffrent percentage at the top also in the gri space out eg 60kg ,28cl, £5.40 ect dont what to do help

Answers
I'm not sure what the question is.... do you have to work out the different percentages of those values e.g. 1% of 60 etc?
chloe
07 June 2011
yes i think that want my grandson has to do
june
07 June 2011
Then to find all the other values such as 2% 3% etc all you have to do is multiply the value you found for 1% by these numbers
chloe
07 June 2011
Well to find 1% of something you have to move the decimal place two spaces to the left so for example 1% of 60 becomes 0.6, 1% of 28 becomes 0.28 and 1% of £5.40 becomes £0.54 or 54p
chloe
07 June 2011
grid is so hard wish i could show to you but like i said 1 to 10 down left side & at the top diffrerent percentage eg 100%50%25% so on then down the grid spead out is 60kg 28cl
june
07 June 2011
right so with the 60 kg, which percentage does this come under and which number from 1-10 is it by?
chloe
07 June 2011
it under 50% & in 2
june
07 June 2011
under10% 3
june
07 June 2011
and the 28?
chloe
07 June 2011
Ok so I think we just ignore the 1-10 bit and simply assume that it just refers to the different values and then with the 60 under the 50% column we know that if 50%= 60 then 100%= 120 and 25% = 30
chloe
07 June 2011
Then we double 140 find out the value for 100% = 140x2 = 280
chloe
07 June 2011
And then for the 28 under the 10% that means that for 50% all we have to do is multiply 28 by 5 so that we get 140 under 50%
chloe
07 June 2011
yes thanks for help will say bye now.june
june
07 June 2011
Do you see where this is going...?
chloe
07 June 2011
And then halve the 140 to find 25% so 25% = 140/2 = 70
chloe
07 June 2011
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Similar questions

How to calculate 1% of a number

Let's say you went shopping and you saw that there is a discount on vegetables. The seller provides you 5% discount on all sales. It means whatever you will buy, you will get a 5% discount on the total amount, but, how do you know what would be the 5% of your items? This might be confusing for you, however, it is very easy and simple. All you need to do is to find the 1% of that and you can easily find the 5% discount that you will be getting.

Calculating Percentages

In order to calculate 1%, you need to know how percentage works and how to calculate the percentage of any number. Percentage means a number divided into 100 parts. For example, you have a huge cake and you have 100 guests. You need to divide that huge cake into 100 parts. Basically, every guest is getting 1% of the cake. That was pretty easy to calculate but what if, you have a huge cake and you have 50 guests? How much percent of the cake will each guest will be having? There are two ways to solve it, the old-fashion way and the quick way, we will discuss both ways, don't worry. The old-fashion way provides a great explanation for the concept of percentage. It might be a little bit time-consuming but it is worth it. As the words tell you, the quick way is very quick but there is not much learning about percentage in it. Below is the formula for finding percentage:

Formula to find percentage

Let's use this formula to find the percentage of the cake that each guest will get.

Percentage \% = \frac { 1 }{ 50 } \times 100

Percentage = 2 \%

The total number of guests is 50 and of course, you have one cake. The cake they will obtain will be in the numerator while the total number of guests will be in the denominator. The whole game is based on the numerator and denominator. Usually, a percentage never exceeds 100%, however, in profit-loss case, you can see percentages exceeding 100%. Let's do another example for better clarity. You just got your result and you are eager to find the percentage of the whole result. You scored a total number of 640 out of 800.

Percentage \% = \frac { 640 }{ 800 } \times 100

Percentage = 80 \%

Your result percentage is 80% which means you scored 80% out of 100% in your exams, that is pretty good, right? This is the right way to find the percentage of any number. Let's talk about the quick method that you all have been waiting for. Here is the shortcut, to find the percentage of any number, you need to find the 1% of the total number and then multiply it with the obtained part. Yes, the short-cut also required 1% of the given number.

Calculating the 1% of a Number

Finding 1% of any number is very easy. Let's take back our exam example, the first step is to find 1% of the total number. 1% means \frac { 1 }{ 100 } of any number. You need to memorize this thing to use the short-cut method. For example, you are asked to find the 1% of 530, it would be, \frac { 1 }{ 100 } \times 200 that would be 2. Here is another shortcut, instead of putting this in your calculator that will consume time, just remove two zeros from the right side as we did above. What if, instead of zero, there are other numbers such as 540, 324, or 132487? Easy, just place the decimal on the left of the second number starting from the right side. However, if the number is in decimal then you need to add two zeros after the decimal. Therefore, the 1% of 540, 324, and 132487 will be: 1% if 540, 324, and 132487 There is no hard and fast rule for this, you can use the calculator if you want but if you don't want to use the calculator then we showed you the trick. Below is a table that contains numbers and their 1%, why don't you try to find their 1% and then tally your answers with the second row?

Number1% of the Number
50.05
150.15
1251.25
150015
350035
1258101258.10
46001460.01
18015230180152.30
1004851004.85
185600518560.05
1231001231.00
65823658.23
55813558.13
85599855.99
391615039161.50
4185664185.66
89991899.91
9781109781.10
0.0010.00001
0.0015890.00001589
0.01896660.000189666
0.15990010.001599001
0.01440010.000144001
0.00140010.000014001
Now, let's get back to finding the percentage of any number using the short-cut way.

Short-cut of Calculating Percentage

The first step was to calculate 1% of the total number. The next is straightforward, multiply it with the given information. For the case of the exam percentage, find the 1% of total marks which is 8 now divide the obtained number by the 1% of the total marks:

Percentage = \frac { 640 }{ 8 } = 80 \%

Pretty simple right? Do remember, this technique is to find the percentage of any number, however, if you are given the percentage and asked to find the obtained number or total number then a different method will be used. Let's do another example for better clarification, what would be the percentage of 85 if the total number is 231. The first step is to find 1% of the total number 231 which is 2.31.

\frac { 231 }{ 100 } = 2.31

Now you need to divide the number 85 by 1% of the total number, which is 2.31.

\frac { 85 }{ 2.31 } \approx 36.80 \%

Let's try to compare it with the original method, using the percentage formula:

Percentage \% = \frac { 85 }{ 231 } \times 100

Percentage \approx 36.80 \%

Eureka! Both are the same! Pretty fast-forward method, right? Just two steps and they both are so simple that you don't even require a calculator. Just find the 1% of the total number and then divide the number you are provided by the 1% of the total number. What if, you are asked to find the 5% of the number 231? Let's look at it. The first step, you might have gotten it now, find the 1% of the total number which is 2.31

\frac { 231 }{ 100 } = 2.31

Since you are given the percentage, you are asked to find the number which is equal to the 5% of the number 231, you will multiply the 5% with the number that is equal to the 1% of the total number.

5 \times 2.31 = 11.55

Therefore, 11.55 is the 5% of the number 231. Why don't you tally the answer and let us know in the comment section what you found?

Conclusion

Let's get it to the point, we all are busy in our lives finding shortcuts to every problem. That is why we came up with this post to help our readers to solve their problems. From now on, you can easily calculate the discount percentage that you see in different stores. Speaking about discount percentage, let's solve that last example and then call it a day. You went to the shop and bought the vegetables and the total cost is42 \euro, you were getting a 5% discount from that store. So, what is the amount you paid to the cashier? The 1% of the total amount is 0.42 and since you are getting 5% discount that means 0.42 \times 5 = 2.1. Your 5% discount is 2.1 \euro! This isn't over, we found the discount but we still don't know how much you paid to the cashier? Let's subtract the discount from your total billing. Therefore, 42 - 2.1 = 39.9 \euro. In conclusion, you paid 39.9 \euro to the cashier! See! No calculator is required! And now you keep track of your money.