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    algebra intuitive understanding: (4a^4 + 11a^3 + 27a^2 + 17a + 5) / (a^2 + 2a + 5)

    Thank you teacher When ever i am asking for help it is like a deluge of blessings that i get in this forum. Today i wonder that had there been such a senario when i was in my learning stages . However i am also looking at management entrance exams -- although not actively anyway ;and the...
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    algebra intuitive understanding: (4a^4 + 11a^3 + 27a^2 + 17a + 5) / (a^2 + 2a + 5)

    thank you teacher Denis -- we speak after a very long time ---- how are you?
  3. A

    algebra intuitive understanding: (4a^4 + 11a^3 + 27a^2 + 17a + 5) / (a^2 + 2a + 5)

    thank you teacher soroban --- it is nice after a very long time.
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    algebra intuitive understanding: (4a^4 + 11a^3 + 27a^2 + 17a + 5) / (a^2 + 2a + 5)

    the formulae to be used were the normal formulae we use in everyday maths as:- (a+b)^2, (a+b+c)^2, or (a+b+c)^3, (a+b)^2..... etc. There were no examples of this types as there were only few of them. The solution were also for very easy problems, --- nothing like this were discussed. thank you...
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    algebra intuitive understanding: (4a^4 + 11a^3 + 27a^2 + 17a + 5) / (a^2 + 2a + 5)

    this problem is an algebriac division, here it has been asked to divide by the use of formulae rather than using the long division method of algebra division:- divide (4a^4 + 11a^3 + 27a^2 + 17a + 5) by (a^2 + 2a + 5) answer given:- 4a^2 + 3a + 1 my solution:- i dont know i do...
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    algebra intuitive understanding: divide a^5 - b^5 + (b^10/a^5) by a - b + (b^2/a)

    this problem is an algebriac division, here it has been asked to divide by the use of formulae rather than using the long division method of algebra division:- divide a^5 - b^5 + (b^10/a^5) by a - b + (b^2/a) answer given:- a^4 + (a^3)b - a(b^3) - b^4 - (b^5/a) + (b^7/a^3)...
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