# How Much Money Will I Save?

Taking Home the Savings

## How Much Will I Save?

Your at the department store; the one you saw in the advertisement touting "Everything on Sale! Save Up To 50% Store-wide." You know the store. You are about to scale the very summit of savings; surrounded by tags of blue, red and green. Reaching for a top on the first rack, a blue tag is screaming "30% OFF." The top is marked \$34.50, and you suddenly realize you have no idea how much money you are about to save.

It is time to stop wondering. A few quick steps will have you calculating and subtracting discounts in no time.

## What is My Discount?

We will start with a simple example to illustrate the method for finding the savings. The item you wish to purchase has a list price of \$20.00. The sale tag shows 40% off that price. Use Fig. 1 (below) to follow along

First, we wilI calculate 10% of the list price of \$20.00. To do this, locate the decimal point and move it one place to the left. We are left with \$2.00. That means \$2.00 is 10% of \$20.00.

Now that the 10% value has been found, finding the 40% value is a matter of multiplication. If we multiply 10% by four, we get 40% as an answer (10% x 4 = 40%). If we multiply \$2.00 by four, we will find the 40% savings (\$2.00 x 4 = \$8.00). You will save \$8.00 on the purchase. The purchase price can be found by subtracting \$8.00 from \$20.00 (\$20.00 - \$8.00 = \$12.00).

## Finding a 40% Discount

Fig. 1 - Finding the Discount and Purchase Price

## What is My Discount?

This time we will use a number that is a little harder. The process will not change, but I will show a couple of ideas for making the math simpler. Use Fig. 2 to follow along.

Starting with \$34.50, let's find 10% of the list price. To do this, find the decimal point and move it one place to the left. That will leave you with \$3.45, or 10% of the list price. Multiplying \$3.45 by 3 will yield the 30% savings. \$3.45 x 3 = \$10.35. Your total savings will be \$10.35. to find the actual purchase price, subtract \$10.35 from \$34.50 (\$34.50 - \$10.35 = \$24.15).

## Finding a 30% Discount

Fig. 2 - Finding 30% Discount and Purchase Price

## Making the Math Easier

This method of finding percentages of numbers can be used for numbers of any size or application, and it will get easier with practice.

One way to make the math easier is to round the numbers to more manageable number for multiplying and subtracting. Unless you need the exact amount, rounding the numbers will give you a good estimate of the discount.

In the last example, \$34.50 was the list price. Rounding the price to \$35.00 would mean the 10% discount is \$3.50. That number may be easier to multiply then \$3.45. The overall difference in the outcome would be 15 cents.

The other option would be to estimate the discount. For instance, if you know that a 30% discount on \$30.00 is \$9.00, and a 30% discount on \$40.00 is \$12.00, then the estimated savings would be about half-way between \$9.00 and \$12.00, which would be \$10.50.

## Summary

I hope this wil help on your next shopping spree. Even if you don't purchase anything, try a couple of thes while at the store. It's good practice and it will boost your confidence. To check yourself, bring a calculator or someone good with numbers.

Good luck.

## More by this Author

D Cortez 7 years ago from California

That was a very helpful hub. Thanks for the tips.

countrywomen 7 years ago from Washington, USA

WOW!!! You put a lot of math in shopping...LOL

puppascott 7 years ago from Michigan (As far as you know...) Author

It keeps me interested in shopping : )

advisor4qb 7 years ago from On New Footing

I do that all the time!!! Beall's Outlet has the dot sales, and it is much easier to do the math by rounding, especially when shopping with young children.

puppascott 7 years ago from Michigan (As far as you know...) Author

I knew I wasn't the only one. Thanks for your support.

0 of 8192 characters used

No HTML is allowed in comments, but URLs will be hyperlinked. Comments are not for promoting your articles or other sites.