20=40-4f
20 = 40 - 4f 4f = 40 - 20; 4f = 20; f = 20/4; f = 5
Question
Asked 4/26/2009 1:48:53 PM
Updated 1/17/2015 9:44:28 AM
Rating
3
20 = 40 - 4f

4f = 40 - 20;

4f = 20;

f = 20/4;

f = 5
Added 1/17/2015 9:44:28 AM
This answer has been confirmed as correct and helpful.
Confirmed by yumdrea [1/17/2015 9:49:39 AM]

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Questions asked by the same visitor
15 - 2x = 19
Weegy: 15 - 2x = 19 -2x = 19 - 15 -2x = 4 x = 4/-2 x = -2 User: 11 - 3x = 14 Weegy: 11 - 3x = 14 -3x = 14 - 11 -3x = 3 x = 3/-3 x = -1 User: 15 - 4x = 27 Weegy: 15 - 4x = 27 -4x = 27 - 15 -4x = 12 x = 12/-4 x = -3 User: 29 - 5x = 14 Weegy: 29 - 5x = 14 -5x = 14 - 29 -5x = -15 x = -15/-5 x = 3 User: 15 - 4e = 3 Weegy: 15 - 4e = 3 -4e = 3 - 15 -4e = -12 e = -12/-4 e = 3 User: 13 - 2x = 23 Weegy: 13 - 2x = 23 -2x = 23 - 13 -2x = 10 x = 10/-2 x = -5 User: 20 - 3x = 29 Weegy: 20 - 3x = 29 -3x = 29 - 20 -3x = 9 x = 9/-3 x = -3 User: 16 - 5x = 36 Weegy: 16 - 5x = 36 -5x = 36 - 16 -5x = 20 x = 20/-5 x = -4 User: 20 = 40 - 4f (More)
Question
Updated 6/27/2015 12:03:57 PM
20 = 40 - 4f

4f = 40 - 20;

4f = 20;

f = 20/4;

f = 5
Added 8/4/2014 9:02:03 AM
This answer has been confirmed as correct and helpful.
Confirmed by sujaysen [8/4/2014 2:44:12 PM], Rated good by sujaysen
15-4e=3
Question
Updated 8/4/2014 8:57:34 AM
15 - 4e = 3;

15 - 3 = 4e;

12 = 4e;

e = 12/4;

e = 3
Added 8/4/2014 8:57:34 AM
This answer has been confirmed as correct and helpful.
Confirmed by sujaysen [8/4/2014 2:45:28 PM], Rated good by sujaysen
13-2x=23
Question
Updated 6/14/2014 8:07:17 AM
13-2x=23
-2x=23-13
-2x=10
x=10/-2
x=-5
Added 6/14/2014 8:07:17 AM
This answer has been confirmed as correct and helpful.
What is 20 = 40 - 4f
Question
Updated 12/29/2014 4:21:22 AM
20=40-4f

4f = 40-20

f =20/4 = 5 .
Added 12/28/2014 9:44:32 PM
This answer has been confirmed as correct and helpful.
Confirmed by andrewpallarca [12/29/2014 4:21:44 AM], Rated good by andrewpallarca
2(x+3) = 4
Question
Updated 12/28/2014 9:50:45 PM
2(x+3) = 4

2x+6 = 4

2x = 4-6

x =-2/2
x =-1 .
Added 12/28/2014 9:50:45 PM
This answer has been confirmed as correct and helpful.
Confirmed by yumdrea [12/28/2014 9:56:09 PM]
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