若(log2(3))^x-(log5(3))^x>=(log2(3))^(-y)-(log5(3))^(-y) 则 A.x+y>0 B.x+y=0 D.
来源:学生作业帮助网 编辑:六六作业网 时间:2024/11/15 11:06:33
若(log2(3))^x-(log5(3))^x>=(log2(3))^(-y)-(log5(3))^(-y)则A.x+y>0B.x+y=0D.若(log2(3))^x-(log5(3))^x>=(l
若(log2(3))^x-(log5(3))^x>=(log2(3))^(-y)-(log5(3))^(-y) 则 A.x+y>0 B.x+y=0 D.
若(log2(3))^x-(log5(3))^x>=(log2(3))^(-y)-(log5(3))^(-y)
则
A.x+y>0 B.x+y=0 D.
若(log2(3))^x-(log5(3))^x>=(log2(3))^(-y)-(log5(3))^(-y) 则 A.x+y>0 B.x+y=0 D.
1.移向整理可得log2(3)^(x+y)>=log5(3)(x+y),
即:(x+y)log2(3)>=(x+y)log5(3)
因为log2(3)>log5(3)
所以x+y>=0
选C
2.还可以:因为对于底数不同,真数相同的对数函数,要满足底数小的大于底数大的,3^(x+y)>=1,得(x+y)>=0 关于底数不同,真数相同的对数函数的大小关系可以画个草图,就很直观了得出了.
C
D
额人阿凡达发爱的
(log2(3))^x-(log5(3))^x>=(log2(3))^(-y)-(log5(3))^(-y)
若(log2(3))^x-(log5(3))^x>=(log2(3))^(-y)-(log5(3))^(-y) 则 A.x+y>0 B.x+y=0 D.
求(log2)^3+(log5)^3+log5×log8的值.
log2(5) ×log5(8)=3步骤
求x的值 log4^x=-2/3 log2^(log5^x)=0log4^x=-2/3 log2^(log5^x)=0 分开的
(log3^4+log5^2)(log2^9+log2^根号3)
(log5(10))^3-(log5(2))^3-3log5(10)*log2(5)
lg(1/4)-lg2(5) 2log5(10)+log5(0.25) 2log2(25)-3log2(64) log2(log2(16) )
log的计算 :log2(20)-log4(25)= log3(2)×log2(5)×log5(3)=?log2[log2(32)-log2(3÷4)+log2log的计算 :log2(20)-log4(25)= log3(2)×log2(5)×log5(3)=?log2【log2(32)-log2(3÷4)+log2(6)】=?lgx+lg(x+15)=2 ..X
计算log2 6-log2 3,lg5+lg2,log5 3+log5 1/3,log3 5-log3 15
log2(log5 x)=-1
如果log5[log3(log2 x)]=0,那么x^(1/3)等于
设log2(5)=x,log5(3)=y,试用x,y表示log24(20)
若log2(x)=log3(y)=log5(z)
(1)2log5*10+log5*0.25(2)log2(log2*16)(3)lg12.5-lg5/8+lg0.5第三题:y=√(x²+3x+2)+log2*3x的定义域是?
一道高一数学题对数log2,详见补充已知log2[log1/2(log2^x)]=log3[log1/3(log3^y)]=log5[log1/5(log5^z)]=0,试比较x,y,z的大小?
求(log2)^3+(log5)^3+log5×log8的值.(以10为底)
2^(1/2log2 3)+(1/25)^log5 3=