计算?（log 2^5+log4^125）(log5^4+log25^64)
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计算?（log2^5+log4^125）(log5^4+log25^64)计算?（log2^5+log4^125）(log5^4+log25^64)计算?（log2^5+log4^125）(log5^
计算?（log 2^5+log4^125）(log5^4+log25^64)
计算?（log 2^5+log4^125）(log5^4+log25^64)
计算?（log 2^5+log4^125）(log5^4+log25^64)
=(log2(5)+(3/2)log2(5))(2log5(2)+3log5(2))
=(5/2)log2(5)*5log5(2)
=(25/2)(lg5/lg2)*(lg2/lg5)
=25/2
解:（log 2^5+log4^125）(log5^4+log25^64)=(log2^5+6/2log2^5)(2log5^2+6/2log5^2)=5/2log2^5×4log5^2=5/2×4=10
计算?（log 2^5+log4^125）(log5^4+log25^64)
(log2 5+log4 125)log3 2/ log根号3 5
数学题计算log4 8-log1/9 3+log根号2 1/4计算log4 8-log1/9 3+log根号2 1/4计算【3^（log3 根号5）】+【根号3^（log3 1/5）】
(log2(5）+log4（125））×log3（2）/log根号3（5）
(log2^5+log4^125)(log3^2)/(log(根号3)^5 要具体的过程,
(log2(5)+log4(125))(log3(2)/log√3(5))怎么解?
计算：2^log4(2--根号3）^2+2^log(2+根号3）^2
log4^27×log(8)25×log9^5
log4^27×log(8)25×log9^5
log (log2)^2 - (log4)(log20) + (log20)^2
解关于x的方程：log4(x+2)+log(x+2) ²=5
计算：2^[log4(3) -2]
关于log的计算log8（9）* log27 (32)log4 (3) *log9（2）- log 1/2（四倍根号下32）[log2(5)+log4(0.2)][log5(2)+log25(0.5)]小括号里的数字是真数,小括号外的数字是底数
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