Can someone list the differences and similaritys. I need to make a venn diagram so only the important ones pl?
117660
well first u neeed to now wht is is about  k
653455
The best method to solve these type of problems is to sove them through VENN Diagrams. First draw a rectangle which is the sample space, then draw three circles intersecting each other wjich are E, F AND G. The common region between E & F is P[E n F] and so on. It is quite difficult to explain this in writing but I hope you have understood. Now by drawing Venn diagram I have tried to solve ur questions.\n\nPr[EuF'] = P[E] + P[F'] - P[E n F']\n         = 0.35 + (1 - 0.5) - (0.35 - 0.1)\n         = 0.6\n\nPr[F'nG']= 1 - P[F u G]\n         = 1 - ( P[F] + P[G] - P[F n G])\n         = 1 - ( 0.5 + 0.45 - 0.3)\n         = 0.35\n\nPr[E'nG] = P[G] - P[E n G] = 0.45 - 0.2 = 0.25\n\nI think above answers are correct and hope they help you!!
631876
Partial text of both is included in\n\nhttp://www.maths.tcd.ie/pub/HistMath/People/Newton/CommerciumAccount/CommAcc.pdf
67990
search in www.froogle.com\n\nit will show u the diff
430201
Its tricky work, i need digrams to explain to you so your better just following this link, I think it will help you out.
644051
See if this article has a diagram\n\nhttp://jchemed.chem.wisc.edu/Journal/Issues/1999/Apr/abs542.html
1017417
Venn diagrams are really just graphic organizers - a way to use a simple picture to show information.   A Venn diagram is a drawing, in which circular areas are used to represent groups of items sharing common properties.  Venn diagrams were invented by a guy named John Venn (no kidding; that was really his name) as a way of picturing relationships between different groups of things.  \n\nHere are some links for Venn diagrams.    Some are quite interesting.  I hope this helps.
405273
http://www.bettydodson.com/subsex41genart.htm\n\nThey vary a lot.  They all have the same basic parts but the proportions vary.  They are all beautiful in their own magical way.
589968
Try to compare and contrast thes cultures ideas: table manners, food, general political view. (Try using a venn diagram when you take notes)
352846
If you click the link below, you will find some explanations!\n\nGood luck,\nTiff
654420
this might help:\n\nhttp://www.win.tue.nl/~aeb/drg/graphs/Heawood.html\n\nhttp://www.win.tue.nl/~aeb/drg/graphs/Coxeter.html
158584
Try,\n\nhttp://www.personal.psu.edu/faculty/d/x/dxh40/MBLemma.pdf
411263
AC or DC\n\nany phase differences\n\ndependent sources\n\nlinear or non linear elements\n\napplicability of theorems\n\nbilateral or not\n\nhomogeneity
669147
number of sides, congurency?, size of angles, distinguishing characteristics
463925
I am not sure that I follow what you are asking. Are you looking for the above items to be charted as variables on your graph?\n\nPerhaps if you post additional details in your question, it would help us.
23472
The statement is false.\n\nTo solve this, we use a Venn diagram, like this (go ahead and try this; it's easy and quick):  Draw a circle and label it "Wanks".  Now draw a circle that intersects the Wanks circle, and label it "Cranks".  Now put two dots in the Wanks circle, two dots in the Cranks circle, and two dots in the area where the circles intersect.  Notice that there are four Wanks and four Cranks, and two of them are both Wanks _and_ Cranks.  Now draw a third circle that intersects only the Cranks circle, and label it "Blanks".  Put two dots in the Blanks circle, and put two dots in the area where the Blanks and Cranks circles intersect.  Notice that there are now six Cranks and four Blanks, and two of them are both Cranks _and_ Blanks.\n\nNow use your diagram to test your true/false statement.  It is true that some Wanks are Cranks, and it is true that some Cranks are Blanks; but there are no Wanks that are Blanks.  So the statement is false.
961419
On paper, it is simple, u will use a y-axis for elev,, x-axis for distances --- like a Profile layout.\nBut i reckon u want a display 'model', well same logic, and u can use diff color.. only use very fine plumb lines or plastic threads as interconnections. Better encase the result in a glass/Plexiglas cabinet.