Which is more : A discount of (50% + 20%) or discount (70%)?a)100 %b)9...
Discount Calculation:
To determine which discount is greater, we need to calculate the discounted price for each discount and compare them.
Discount 1: 50% + 20%
To calculate the total discount, we need to find the sum of the two individual discounts:
Discount 1 = 50% + 20% = 70%
Discount 2: 70%
Comparing the Discounts:
Now, we need to compare the two discounts to determine which one is greater.
Discount 1 (70%) vs Discount 2 (70%)
Since both discounts are 70%, they are equal. Therefore, the correct answer is option 'C' - 70%.
Explanation:
Discount 1 (50% + 20%) is the same as Discount 2 (70%) because when we add 50% and 20%, we get the same value as 70%. In this case, both discounts provide the same amount of savings.
To understand this concept further, let's consider an example:
Let's say we have an item with an original price of $100.
Discount 1 (50% + 20%):
First, we apply a 50% discount:
Discounted price = $100 - ($100 * 50%) = $100 - $50 = $50
Then, we apply a 20% discount on the discounted price:
Discounted price = $50 - ($50 * 20%) = $50 - $10 = $40
Discount 2 (70%):
We directly apply a 70% discount on the original price:
Discounted price = $100 - ($100 * 70%) = $100 - $70 = $30
As we can see, the discount of 70% provides a lower price ($30) compared to the discount of 50% + 20% ($40).
In conclusion, the discount of 70% is greater than the discount of 50% + 20%.
Which is more : A discount of (50% + 20%) or discount (70%)?a)100 %b)9...
Explanation:
To find out which discount is more, we need to compare the actual amount saved in each case.
Discount of (50% + 20%):
Let's assume the original price of an item is $100.
First, we apply a 50% discount on the original price:
Discount = 50% of $100 = $50
Now, the price of the item after the first discount is:
$100 - $50 = $50
Next, we apply a 20% discount on the discounted price:
Discount = 20% of $50 = $10
The final price of the item after both discounts is:
$50 - $10 = $40
Therefore, the total discount in this case is $60 ($50 + $10).
Discount of (70%):
Using the same original price of $100, we apply a 70% discount on it:
Discount = 70% of $100 = $70
The final price of the item after the discount is:
$100 - $70 = $30
Therefore, the total discount in this case is $70.
Comparison:
To determine which discount is more, we compare the total discounts in both cases:
Total discount of (50% + 20%) = $60
Total discount of (70%) = $70
Since $70 is greater than $60, the discount of 70% is more than the discount of (50% + 20%).
Therefore, the correct answer is option 'c) 70%'.