Think of it this way: Their estimate is that 30% of the questionnaires will not be returned, so therefore 70% will be returned, right? So what we're saying is that 70% of the total number of questionnaires mailed out will equal 750. In an equation, with total number of questionnaires represented by X, you get
0.7 X = 750
Rearrange and solve, and X = 750/0.7 = 1071.42
Since you can't send out 0.42 questionnaires, you round up and send out 1072.
(In reality, of course, you realize that 30% is only an estimate, and you should send out 1500 just in case; you'll still get AT LEAST 750 back even if your estimate was off by up to 20%.)
2006-09-17 15:37:52
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answer #1
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answered by theyuks 4
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The best way to answer this is to think that if 30% are not retunred, then 70% will be returned. If that 70% is 750 responses, you need to find out what 100% would be.
Let x = number that need to be mailed out.
0.70x = 750
Divide both sides by 0.7
x = 750/0.7
x=1071.4
So you need to mail out 1072 questionnaires.
2006-09-17 22:38:48
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answer #2
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answered by john977 2
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Let X = the total number they need to send out.
X - 3X/10 = 750
10X - 3X =7500
7X = 7500
X=1071.4285
Send out 1072 questionnaires
Proof: 30% of the 1072 won't be returned:
That's 322 questionaires.
1072 - 322 = 750 (returned)
2006-09-17 22:51:19
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answer #3
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answered by LeAnne 7
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.7(total number of questionnaires sent out) = 750
70% will be returned.
So now divide by .7 to solve the equation.
Hope this helps. Good Luck.
2006-09-17 22:34:49
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answer #4
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answered by SmileyGirl 4
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set 750 equal to the 70% that ARE returned.
2006-09-17 22:52:17
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answer #5
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answered by cdf-rom 7
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1072 questionnaires
2006-09-17 22:36:58
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answer #6
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answered by sandyclaws08 2
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Your problem boils down to: .7X=750. Solve for X.
Since X will be a decimal, round up.
2006-09-17 22:34:44
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answer #7
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answered by zex20913 5
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do 750 divided by 30%
2006-09-17 22:33:44
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answer #8
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answered by chiken nugget 2
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1072 fliers should be sent out at minimum
2006-09-17 22:35:11
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answer #9
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answered by bchylik 3
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2475
2006-09-17 22:35:46
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answer #10
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answered by blatt 4
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