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Neue Datenschutzrichtlinie, Mai 2018
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admin
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New Privacy Policy, May 2018
Hello,
this website was updated today because of some legal changes here in Europe. ("GDPR").
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admin
27 Mei 2018
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New version is online for two weeks now, any problems?
Hi,
Any problems? You can use the "Report a Problem" link in the footer, or send me an email to britnex+bugs@gmail.com
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admin
12 Sep 2015
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New website is online.
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Any problems? You can use the "Report a Problem" link in the footer, or send me an email to britnex+bugs@gmail.com , thank you!
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admin
30 Agu 2015
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Neue Version der Webseite ist online
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admin
30 Agu 2015
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three times ten to the power of negative 2
help what is 3x10to the power of negative 2
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admin
26 Jan 2012
«
नवीनतम
0
-1
2
नवीनतम
»
#1
+3146
0
[input]5254/525[/input]
admin
28 Mar 2012
#1
+3146
0
[input]-1.33333333333333334[/input]
admin
28 Mar 2012
#1
+3146
0
4f+3f+3=17
with: 4f+3f=7f
7f+3=17
-3 on both sides:
7f+3-3=17-3
7f=14
divide both sides by 7
7f/7 = 14/7
f = 2
[input]4f+3f+3=17[/input]
admin
28 Mar 2012
#1
+3146
0
[input]270/360 = (13x + 2)pi[/input]
admin
28 Mar 2012
#4
+3146
0
admin:
Good luck!
Ernie
very nice work.
admin
28 Mar 2012
#1
+3146
0
[input]4.9t^2+9.8t-7=0[/input]
admin
28 Mar 2012
#1
+3146
0
[input]5x^2-2x-3=0[/input]
admin
28 Mar 2012
#1
+3146
0
2*(27^x) = 9^(x-1)
ln on both sides:
ln( 2*(27^x) ) = ln( 9^(x-1) )
x * ln( 27 ) + ln( 2 ) = (x-1) * ln( 9 )
x * ln( 27 ) + ln( 2 ) = x * ln( 9 ) - ln( 9 )
x * ln( 27 ) = x * ln( 9 ) - ln( 9 )-ln( 2 )
x * ln( 27 ) = x * ln( 9 ) - ln( 9 )-ln( 2 )
x * ln( 27 ) -x * ln( 9 ) = - ln( 9 )-ln( 2 )
x * ( ln( 27 ) - ln( 9 ) ) = - ln( 9 )-ln( 2 )
x = (- ln( 9 )-ln( 2 )) / ( ln( 27 ) - ln( 9 ) )
[input](- ln( 9 )-ln( 2 )) / ( ln( 27 ) - ln( 9 ) )[/input]
admin
28 Mar 2012
#1
+3146
0
2*(27^x) = 9^(x-1)
ln on both sides:
ln( 2*(27^x) ) = ln( 9^(x-1) )
x * ln( 27 ) + ln( 2 ) = (x-1) * ln( 9 )
x * ln( 27 ) + ln( 2 ) = x * ln( 9 ) - ln( 9 )
x * ln( 27 ) = x * ln( 9 ) - ln( 9 )-ln( 2 )
x * ln( 27 ) = x * ln( 9 ) - ln( 9 )-ln( 2 )
x * ln( 27 ) -x * ln( 9 ) = - ln( 9 )-ln( 2 )
x * ( ln( 27 ) - ln( 9 ) ) = - ln( 9 )-ln( 2 )
x = (- ln( 9 )-ln( 2 )) / ( ln( 27 ) - ln( 9 ) )
[input](- ln( 9 )-ln( 2 )) / ( ln( 27 ) - ln( 9 ) )[/input]
admin
28 Mar 2012
#1
+3146
0
find the area of the complete circle (360deg), then calculate only the part of the full circle (135deg).
Area of full circle divided by (360/135) is the area of the "shaded" area.
admin
27 Mar 2012
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