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The amount $180.00 is what percent greater than $135.00?
The answer is 33.333 % You can get what percent 180 is of 135 by dividing 180 by 135 and multiplying by 100. You can win what percentage greater it is by subtracting 100% from this number. [ 180 = 135 x 1.3333333 So, it is 33% larger 25% Exactly a third 33.3% precisely my friend. 180 = 135x source: moreFAQ, wiki and yahoo! ]
Expert answered|sharpies|Points 5029|
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Asked 11/17/2011 4:41:28 PM
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Glenn Andrews recently bought a new motorbike for $3,950. If he had to pay 6 percent sales tax on the bike, what was the total cost of the bike? A. $2,370 B. $4,187 C. $3,713 D. $4,010
Weegy: C. $3,713 (More)
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Expert Answered
Updated 11/21/2011 4:46:50 PM
1 Answer/Comment
Glenn Andrews recently bought a new motorbike ... for $3,950. If he had to pay 6 percent sales tax the total cost of the motorbike is $3,950 * 1.06 = $4,187. The answer is B. $4,187
Added 11/21/2011 4:46:51 PM
This answer has been confirmed as correct and helpful.
Confirmed by andrewpallarca [2/22/2014 1:49:03 PM]
A _______ is a group of people who agree to save their money together and to make loans to each other at a relatively low rate of interest. A. credit union B. investment firm C. commercial bank D. Christmas club
Weegy: A credit union is a group of people who agree to save their money together and to make loans to each other at a relatively low rate of interest. (More)
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Expert Answered
Updated 8/2/2014 10:27:58 AM
9 Answers/Comments
The original answer of Mspanier08 was only letter "A" So Mspanier08 answer is wrong right . Can you please unflag my answer? thanks.
Added 8/2/2014 10:14:04 AM
It's not wrong, it is just not in the right format.
Added 8/2/2014 10:15:35 AM
Ah ok, thanks debnjerry. I thought it's wrong to answer only letters.
Added 8/2/2014 10:18:09 AM
If experts answer with just a letter, they will receive warnings. The answer needs to be edited by a moderator though as A is the correct answer, just the wrong format.
Added 8/2/2014 10:23:23 AM
Ah ok now I understand. Thanks you debnjerry. I'm just new here. Sorry for my mistake.
Added 8/2/2014 10:27:58 AM
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