求值:-log2log2√√√2 ,log4 (8)-log1/9 (3)-log√2 (4) ; (log4(3))*(log9(25))*(log5(8))
来源:学生作业帮助网 编辑:作业帮 时间:2024/11/05 02:33:20
xQ;j@ʔIĢHqF¾)|wӤ
wIN+l`՛eWo|5JI^,q -B9'hsZ 2BgH4xj/vuy=VRp?˗曷g?Tl,SiGsb@[gbJ(xCa2=AA!qѡaﻥTLUqx6Ae(ۭ;Ȫy({z嚷$
求值:-log2log2√√√2 ,log4 (8)-log1/9 (3)-log√2 (4) ; (log4(3))*(log9(25))*(log5(8))
求值:-log2log2√√√2 ,log4 (8)-log1/9 (3)-log√2 (4) ; (log4(3))*(log9(25))*(log5(8))
求值:-log2log2√√√2 ,log4 (8)-log1/9 (3)-log√2 (4) ; (log4(3))*(log9(25))*(log5(8))
-log2log2√√√2
=-log2 log2 2的1/8次幂
=-log2 (1/8)
=log2 8
=3
log4 (8)-log1/9 (3)-log√2 (4)
=log4 4的(3/2)次幂 - 1÷[log3 (1/9)] - log√2 √2的4次幂
=3/2 - 1÷[log3 (3的-2次幂)] - 4
=3/2 + 1/2 -4
=2
(log4(3))*(log9(25))*(log5(8))
=(lg3/lg4)*(lg25/lg9)*(lg8/lg5)
=lg3/(2lg2)*(lg5/lg3)*(3lg2/lg5)
=3/2
求值:-log2log2√√√2 ,log4 (8)-log1/9 (3)-log√2 (4) ; (log4(3))*(log9(25))*(log5(8))
请问有谁可以解释一下这个狄拉克通式N=[-log2log2√2(N重根号)]÷2..我就这点分了..就是那个可以得出任何正自然数的狄拉克公式,可以的出27么...
求值:arccos(-√3/2)
求值arcsin(-√2/2)=
求值tan(arcsin√2/2)
求值:cos(arcsin√3/2)=
先化简再求值,a=1+√2
求值:arcsin(-√3/2)=
求值:1.√1/b^2 (b
化简求值(数学)先化简,再求值:,其中x=√2
求值:√45+4/√2+√18-√80
Lo
求值:sin[arccos(tanarcsin(√2/2))]等于多少?
∫ x^2 √x dx求值,过程非必要,
相对论时空观中假如一个物体的速度达到光速,长度会等于0吗?根据相对长度公式L=Lo* √(1-v^2/c^2)
相对论中的关于物体长度的公式L=Lo* √(1-v^2/c^2)是怎么推出来的
求值:arcsin(√3/3)=
求值:(tan10°-√3)sin40°