0
depends on question
where 8 is repeating 0.18888 = 17/90
where 18 is repeating 0.181818 = 2/11
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∙ 6y ago
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What is greater .08 or .018?
What of these is greater percent .08 or .018
Round this number to the nearest hundredth 018?
There is a decimal point missing from either after or before the 0: 0.18 → 0.18 to the nearest hundredth - it is already to the nearest hundredth; .018 = 0.018 → 0.02 to the nearest hundredth.
What is the branch code for Std Bank Bedford Gardens?
018-305 (could also require last 2 digits 93) The first 6 are the identifying digits, but sometimes you may be requested for a 8 digit number in which case add the last 2 :)
What are the first 4 multiples of 18?
They are 4, 8, 12, 16, 20, 24, 28, 32, 36, 40, 44, 48, 52, 56, 60, 64, 68, and 72.
What is 18 thousandths in its simplest form?
18 thousandths = .018 = 18/1000 = 9/500 .018 and 9/500 would be considered "simplest" forms as a decimal and fraction respectively
What is .018 in fraction form?
18/1000 or 9/500
What is the fraction form for .018 percent?
0.018% in reduced form is: 9/50000
What is 0.018 as a fraction in its simplest form?
Put 0.018 over 1 .018/1 move decimal places all the way right to whole numbers 18/1000 ============obviously, 9/500 =======simplest form
What is the fraction of 018 over 1000 reduced to its siplest terms?
OK, SO,The fraction 18/1000 reduces to 9/500. This is in simplest terms. Hope this helps!
What is .018 in a fraction?
18/1000 = 9/500
What is 018 percent?
0.018 percent = 1.8 in decimal and 18/1000 in fraction
How do you turn 0.018 into a fraction?
It changes from 0.018 to 018/1000 which can be reduced to 9/500 in its lowest terms
What is greater .08 or .018?
What of these is greater percent .08 or .018
Is 018 or 04 larger?
The answer is 018. 018=18 because the 0 in 018 does not count for anything. Same with the 04, take the zero away, 04=4. Therefore 18 is larger than 4 so your answer is 4 (Four).
Is am 2201 similar to jwh 018?
Yes it is very similar in effects and duration. JWH-018 is still better IMO
Is 018 closed under multiplication?
No.
