已知lg2=0.3010,log3=0.4771,求lg根号45
人气:485 ℃ 时间:2020-02-05 07:33:45
解答
lg√45
=1/2lg5*9
=1/2(lg5+2lg3)
=1/2(1-lg2+2lg3)
=0.5(1-0.3010+0.9542)
=0.8266
lg2 +lg5 =lg10 =1
因为lg2=0.3010 所以 lg5=0.699
因为lg根号45
=0.5 (lg5 + 2lg3)
=0.5(0.699 +2 *0.4771)
=0.8266
推荐
- 数学:已知lg2=0.3010,lg3=0.4771,求lg(根号下)45
- 已知lg2=0.3010,lg3=0.4771,求lg(5根号3)
- 已知lg2=0.3010,lg3=0.4771,求lg2.4和lg根号6的对数式
- 求下列各式的值. (1)1/2lg25+lg2-lg0.1-log29×log32; (2)lg25+lg2•lg50+(lg2)2.
- 已知lg2=0.3010,lg3=0.4771求lg根号3,lg6,lg12
- what are the most witnessed forms of devoution around you?
- 填入合适的词语什么的嬉戏
- 设A=[2,1,-2;5,2,0;3,a,4],B是3阶非零矩阵,且AB=0,则a=
猜你喜欢