2^log4(√3+2)^2+3^log9(√3-2)^2=
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2^log4(√3+2)^2+3^log9(√3-2)^2=2^log4(√3+2)^2+3^log9(√3-2)^2=2^log4(√3+2)^2+3^log9(√3-2)^2=log4(√3+2)
2^log4(√3+2)^2+3^log9(√3-2)^2=
2^log4(√3+2)^2+3^log9(√3-2)^2=
2^log4(√3+2)^2+3^log9(√3-2)^2=
log4(√3+2)^2=log2(√3+2),log9(√3-2)^2=log3(√3-2).
2^log4(√3+2)^2+3^log9(√3-2)^2
=2^log2(√3+2)+3^log3(√3-2)
=(√3+2)+(√3-2)
=2√3
原式＝2^log2 (√3+2)+3^log3 (√3-2)
＝ (√3+2)+ (√3-2)
＝2√3
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