Q6: Expand (3x^2-2ax+3a^2 )^3

Class XI_Binomial Theorem Q6: Expand (3x^2-2ax+3a^2 )^3 Previous recorded questions and their links: Introduction:    • INTRODUCTION TO BINOMIAL THEOREM   Q: Expand (1+2x-3x^2 )^5:    • Q: Expand (1+2x-3x^2 )^5   Q: Find the value of (〖18〗^3+7^3+3(18)(7)(25))/(3^6+6⋅243⋅2+15⋅81⋅4+20⋅27⋅8+15⋅9⋅16+6⋅3⋅32+64):    • Q: Find the value of (〖18〗^3+7^3+3(18)(7)(...   Q: Evaluate (1.0025)^10 up to 5 place of decimal.:    • Q: Evaluate (1.0025)^10 up to 5 place of d...   Q: Which one is greater: 99^50+100^50 or 101^50:    • Q: Which one is greater: 99^50+100^50 or 1...   Q: Prove that ∑_(r=0)^n▒〖3^r⋅ ^n C_r 〗=4^n:    • Q: Prove that ∑_(r=0)^n▒〖3^r⋅ ^n C_r 〗=4^n   Q: To check if: 〖11〗^n-10n+1 is divisible by 100 2^3n-7n-1 is divisible by 99 3^(2n+2)-8n-9 is divisible by 69:    • Q: To check if: 〖11〗^n-10n+1    is divisib...   Q: Using Binomial Theorem, Prove that 2^3n-7n-1 is divisible by 49; n∈N:    • Q: Using Binomial Theorem, Prove that 2^3n...   Q: Using Binomial Theorem, Prove that 2^(4n+4)-15n-16 is divisible by 225; n∈N:    • Q: Using Binomial Theorem, Prove that 2^(4...   Q: Using Binomial Theorem, Prove that 6^n-5n always leave remainder 1 when divided by 25:    • Q: Using Binomial Theorem, Prove that 6^n-...   Q3: Which is larger (1.01)^1000000 or 10000?:    • Q3: Which is larger (1.01)^1000000 or 10000?   Q11: Find (a+b)^4-(a-b)^4. Hence evaluate (√3+√2)^4-(√3-√2)^4:    • Q11: Find (a+b)^4-(a-b)^4. Hence evaluate ...   Q1: If a & b are distinct integers, prove that ‘a-b’ is a factor if a^n-b^n, n∈I^+:    • .Q1: If a & b are distinct integers, prove...   #CBSE #ICSE #Boards #8th #9th #10th #Foundation #Competition #IIT #JEE #Advanced #Mains #NTSE #Olympiads #Exams #Examination #Achiever #Topper #Zenith #Zenithinstituteofmathematics #InderSir #Ludhiana #ModelGram #BestMathsCoaching #BestTutorials #BestTuition #BestInLudhiana #MathTricks #VIII #IX #X #XI #XII #Important #Excellent #Question #BinomialTheorem #Class11Maths #CBSEClass11Maths #BinomialExpansion #BinomialTheoremExplained #MathsTutorial #Mathematics #CBSEMATH #IITJEE #NCERT #MathsLecture #BinomialTheoremExamples #MathsProblems #MathsConcepts #MathsClass #BinomialTheoremClass11