Ccccco Blog Topic Ideas

If you are looking to write about Ccccco, these resources will help you make an informed decision about the topic which you are considering writing about.

Competition, Search Volume, and Ad Revenue

Ccccco and search terms related to Ccccco are searched via blog search 617 times a day globally (averaged over the past year). In terms of competition with other sites covering this topic, it is a 30 out of 100, with 100 being the most competitive. Content about Ccccco, should earn roughly $9 eCPM assuming reasonable ad placement on a blog site.

Globally about $5 is spent advertising against Ccccco blogs per day. Use the knowledge of your search ranking and the competition factor to make an informed decision about how much of this market you can capture.

If these numbers are unexpectedly high, or low, consider revising the phrase you searched for. Drop unnescary prefixes or suffixes to the term, such as "how to" or "who is". If the Questions and Answers aren't focused around your topic try a shorter topic or a more focused phrase. Also consider the alternate search terms found on the right of this page.

Common Questions and Answers:

When you are writing a blog or news article about Ccccco, consider including answers to some of these common questions, or providing background information about the topic based on the types of questions given here.

Probability Question, Help?

From the Homework Help Forum:

Probability Question, Help? Http://img148.imageshack.us/img148/7196/scan001001li0.jpg Four difficult problems on this sheet I cannot get, all the circles arent right so ignore those. I need 5,7,8,9 Thank you so much!

Answer: q1 : E, 1/2 q2 : D, 115 q3 : A, 1/8 q4 : C, 17/50 q5 : C, 1/2 P = (2*6 + 2*8 - 2*2) / 8*6 = 24 / 48 = 1/2 q6 : C, 1/3 q7 : D, 28 let c = C.chip, o = Oatmeal and p = P.butter. cccccc oooooo pppppp ccccco cccccp oooooc ooooop pppppc pppppo ccccoo ccccpp oooocc oooopp ppppcc ppppoo cccooo cccppp oooppp ccccop oooocp ppppco cccoop cccppo oooccp oooppc pppcco pppooc ccoopp = all 28 kind of assortments. q8 : C, 1507509 if n = number of triangle in last line, there are L = (n+1)/2 lines in that construction. since the number of matchsticks used in it, M = 3 * [L(L+1)/2] = 3(n+1)(n+3)/8 n = 2003, so we have M = 3*2004*2006/8 = 1507509 q9 : A, 2/5 Tina gets : 3,4,5,6,7,8,9 in respetcively : 1,1,2,2,2,1,1 way(s). while Sergio gets more in respestively : 7,6,5,4,3,2,1 way(s). products of respetcive events (of what tina gets) : 7,6,10,8,6,2,1 event(s). sum of products = 7+6+10+8+6+2+1 = 40 events. total events = (10 for tina)*(10 for sergio) = 100 P = 40/100 = 2/5

Answers are provided by students, volunteers, and random strangers. We have roughly checked them for grammar, and punctuation, not for accuracy, do not make any life threatening, or financial decisions based on this information. The questions are generated by people using search, so the most common questions are likely to appear for a term.

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