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scrutinizer
Username
scrutinizer
Score
259
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1
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125
1 Questions
125 Answers
0
1038
1
+259
How to convert Mbps in MBps
Hi, I wanted to use the sci calc, but don't know how the command line should look like for converting data speed of 9.98 Mbps in MBps. Could you give me an advise?
Thanks
Melody
●
scrutinizer
Nov 30, 2014
#2
+259
0
0.05 * 2800 or (5*2800)/100
scrutinizer
Sep 6, 2013
#2
+259
0
A/q - 1 = wk => w = (A/q - 1)/k
scrutinizer
Sep 5, 2013
#1
+259
0
x^4-20x^2+64 = 0, y = x^2 => y^2 - 20y + 64 = 0 => y1 = 16, y2 = 4 --> x^2 = 16 --> x = +-4. x^2 = 4 --> x = +-2
solve(x^4-20x^2+64 = 0, x)
scrutinizer
Sep 5, 2013
#1
+259
0
[input]solve(x^7=2,x)[/input]
[input]sqrt(2,7)[/input]
scrutinizer
Sep 5, 2013
#2
+259
0
Depends on the measurement of the angle. For those that are multiples of the angles of 0,30,45,60,90 degrees there are commonly accepted values that are to be memorized much like times table is. For other angles, if you need an exact value, you can look into table of values for the trigonometric functions. However, there a sort of tasks exists where a value is required to be found on your own without the use of tables and calculators. Tan of what an angle exactly do you need to find?
scrutinizer
Sep 5, 2013
#1
+259
0
Rather, it would transpher the graph 3 points up Y-direction
scrutinizer
Sep 5, 2013
#1
+259
0
4/3+3m/5=41/15. Note that the both items of the left side can be reduced to the common denominator 15. (20 + 9m)/15 = 41/15. Breaking free of the denominator by multiplying both sides by 15 we get 20 + 9m = 41 => 9m = 21 =>m = 21/9 = 7/3
[input]solve(4/3+3*m/5=41/15, m)[/input]
scrutinizer
Sep 3, 2013
#1
+259
0
There were 360 rails of 8 meters length removed, all in all 360*8 = 2880 meters of removed rail sections. 2880/12 = 240 rails sections of 12 meters length each you need to place instead of old ones.
scrutinizer
Sep 3, 2013
#1
+259
0
3(1/2)^4-2(1/2)^4+5(1/2)^2-4(1/2)+1 = (1/2)^4 + (1/2)(5*1/2 - 4) + 1 = (1/2)((1/2)^3 + 5*1/2 - 4) + 1 = (1/2)(1/8 - 3/2) + 1 = -(1/2)*(11/8) + 1 = 1 - 11/16 = 5/16
3(1/2)^4-2(1/2)^4+5(1/2)^2-4(1/2)+1
scrutinizer
Sep 3, 2013
#1
+259
0
"Give the slope and the y intercept of the line" by what object, not clear? The slope can be determined if you express y: 3 x + 10 y = 5 => 10y = 5 - 3x => y = [5 - 3x]/10 =>
y = -0.3x + 0.5. arctan (-0.3) = -arctan (0.3)
[input]-atan(0.3)[/input]
Well, as is unclear your question about what by what is intercepted as it is, let's assume that the line intercepts Ox, we have to find x, i.e. let's assume that there such point A exists that the graph is inter-crossing Ox at the point A (x ; 0). Inserting 0 instead of y, we'll get 0 = -0.3x + 0.5 => 0.3x = 0.5 => x = 0.5/0.3 = 5/3. If we wish to find the coordinate y of the graph inter-crossing Oy, then we assume that there such point B exits, that B (0 ; y) => y = -0.3*0 + 0.5 = 0.5. Did I answer your question?
The graph is below
[input]plot(-0.3x + 0.5, x=-5..5, -5..5)[/input]
scrutinizer
Sep 2, 2013
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