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please answer my question
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What is 20 percent of 340.00?
68 ! Without the aid of a calculator !
WHAT IS 20 percent OF 17000?
3400 - without using a calculator !
What is 4.5 percent of 20 million dollars?
$900,000... without using a calculator !
What is 20 percent of 440 dollars?
88 dollars - without using a calculator !
How much is 38 million divided by 1.9 billion?
20
WHAT IS 20 percent OF 17000?
3400 - without using a calculator !
What is 20 percent of 340.00?
68 ! Without the aid of a calculator !
What is 75 precent of 20?
15... without using a calculator !
How much is 20 percent off from 35 dollars?
7 dollars - giving you a new total of 28 dollars. All without the aid of a calculator !
What is 20 percent of 440 dollars?
88 dollars - without using a calculator !
What is 20 percent of 373 dollars?
74.6 dollars - without the aid of a calculator !
What is 4.5 percent of 20 million dollars?
$900,000... without using a calculator !
What is percent of change of 75 to 90?
It's an increase of 20%... without using a calculator !
How can I find out about a markup calculator?
A markup calculator is used to work out the final retail cost of an item if you know the price it was bought for and the percentage markup (how much profit) you want to make. There are online calculators which can do this automatically for you, or you can just use a normal calculator: for example, if you buy something for 100 and want to make 20% profit, the final price should be 100*1.2 = 120.
How much is 38 million divided by 1.9 billion?
20
What is 20 percent of 222500.00?
222500.00 × 20% = 44500 Note: without a calculator: 222500.00 x 20 = 4450000 then place the decimal point two places to the left, thus 44500.00
How do you calculate 20 to the 20th power without calculator Show full method?
To calculate (20^{20}) without a calculator, you can use the properties of exponents. First, express 20 as (2 \times 10), so (20^{20} = (2 \times 10)^{20} = 2^{20} \times 10^{20}). Then calculate (2^{20}) and (10^{20}) separately: (10^{20} = 1) followed by 20 zeros, while (2^{20} = 1,048,576). Finally, combine these results: (20^{20} = 1,048,576 \times 10^{20}), or (1,048,576) followed by 20 zeros.
