SOLUTION: usinging the binomial theorem how do i expand (t+3)^6
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Question 438994: usinging the binomial theorem how do i expand (t+3)^6
Answer by stanbon(75887) (Show Source): You can put this solution on YOUR website!
using the binomial theorem how do i expand (t+3)^6
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= 6C6*t^6(3)^0+6C5t^5(3)^1+6C4t^4(3)^2
+6C3t^3(3)^3+6C2t^2(3)^4+6C1t(3)^5+6C0t^0(3)^6
----------------------------------------------------------
= 1*t^6*1 + 6*t^5*3 + 15t^4(9)
+20t^3(27) + 15t^2(81) + 6t(243)+ 729
--------------------------------------------
= t^6 + 18t^5 + 135t^4 + 540t^3 + 1215t^2 + 1458t + 729
=============================================================
Cheers,
Stan H.
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