It depends on the context.
p is a number that, at least for the moment, is unknown.
p minutes may be
p+5
5/p p - 5 p + 5 p/5 1- p + 5
1 radian = approx 9.5 minutes so 2.5 radians = 23.9 minutes. Therefore 2.5 p radians = 23.9p minutes.
J + 4 = P or J + 240 minutes = P (J + P) / 2 = 160 minutes Therefore J + P = 320 Therefore J + J + 240 = 320 Therefore 2J = 320 - 240 = 80 Therefore J = 40 Therefore P = 280 (I hope!)
It is a division problem. There are 60 minutes in an hour. 900/60 = 15. There are 15 hours in 900 minutes.
p+5
1/p=x/5 x=5/p so 5/p pages 1/p=x/5 x=5/p so 5/p pages
you mama
5/p p - 5 p + 5 p/5 1- p + 5
5/p
Elizabeth P. Tierney has written: '30 Minutes to Boost Your Communications Skills (30 Minutes Series)' 'Business Ethics'
You can't do it in HTML, but you can in javascript or PHP, which can be added to an HTML document. Just add the code to where you want it to display the time. <?PHP print(Date("l F d, Y")); ?> <script type="text/javascript"> <!-- document.write(Date()); --> </script>
1 radian = approx 9.5 minutes so 2.5 radians = 23.9 minutes. Therefore 2.5 p radians = 23.9p minutes.
It is 1 hour and 35 minutes. It is also 5700 seconds.95 minutes is equal to 1:35 :P
S-waves travel slower than P-waves, typically at about 60-70% of the speed of P-waves. If a P-wave takes 5 minutes to reach the seismic station, the S-wave would take approximately 8 to 10 minutes to cover the same distance, depending on the specific speeds of the waves in that region.
J + 4 = P or J + 240 minutes = P (J + P) / 2 = 160 minutes Therefore J + P = 320 Therefore J + J + 240 = 320 Therefore 2J = 320 - 240 = 80 Therefore J = 40 Therefore P = 280 (I hope!)
An average S or P wave travels through the crust at approximatively 7 km / second, so approximatively 3780 km in 9 minutes [Or 540 seconds]