设a为锐角,若cos(s 六分之派)=五分之四

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设a为锐角,若cos(s 六分之派)=五分之四
已知sinA=四分之三,cos(A+B)=负三分之二,A,B为锐角,求SinB

已知sinA=四分之三,cos(A+B)=负三分之二,A,B为锐角,那么:0再问:大神!为什么sinb=sin(a+b-a)=sin(a+b)cosa-cos(a+b)sina?(不好意思,我数学底子

已知a为锐角,且cos(a+四分之派)=3/5,求sina=?

因为cos(α+π/4)=3/5,所以sin(α+π/4)=4/5.所以sinα=sin[(α+π/4)-π/4]=sin(α+π/4)cos(π/4)-cos(α+π/4)sin(π/4)=√2/2

已知a为锐角 若cos(a+六分之派)等于五分之四 则sin(2a+三分之派)等于?

用二倍角公式再问:答案。我知道公式不会写再答:我拍给你再答:再答:希望采纳

、设a为锐角,若cos(a+pi/6)=4/5,则sin(2a+pi/12)的值为?

a为锐角,cos(a+π/6)=4/5所以,sin(a+π/6)=3/5sin(2a+π/3)=2sin(a+π/6)cos(a+π/6)=2×(3/5)×(4/5)=24/25cos(2a+π/3)

设a为锐角,若cos(a+π/6)=4/5,则sin(2a+π/12)的值为多少?

设b=a+π/6,sinb=3/5,sin2b=2sinbcosb=24/25,cos2b=7/25sin(2a+π/12)=sin(2a+π/3-π/4)=sin(2b-π/4)=sin2bcosπ

设a为锐角,若cos(a+pi/6)=4/5,则sin(2a+pi/12)的值为?

cos(2a+π/3)=2cos²(a+π/6)-1=7/25a为锐角,则:2a+π/3∈(π/3,π/2)∴sin(2a+π/3)=24/25sin(2a+π/12)=sin[(2a+π/

设a为锐角,若cos(a+π/6)=3/5,则sin(a–π/12)的值为?

a为锐角,cos(a+π/6)=3/5则:sin(a+π/6)=4/5sin(a-π/12)=sin[(a+π/6)-π/4]=sin(a+π/6)cos(π/4)-cos(a+π/6)sin(π/4

设a为锐角,若cos(a+π/6)=4/5,则sin(2a+π/12)值为

sin(2a+π/12)=sin【2(a+π/6)—π/4】=sin2(a+π/6)cos(π/4)—cos2(a+π/6)sin(π/4)因为cos(a+π/6)=4/5,a为锐角,所以0

设A为锐角 若cos(A+π/6)=0.8,则sin(2A+π/12)=?

设A+π/6=α,则2A+π/12=2α-π/4cosα=4/5,α为锐角,sinα=3/5,所以sin2α=2sinαcosα=24/25,cos2α=2(cosα)^2-1=7/25sin(2A+

设a为锐角,若cos(a+6分之拍)=5分之3,则sin(a-12分之拍)=?

a为锐角,cos(a+π/6)=3/5则:sin(a+π/6)=4/5sin(a-π/12)=sin[(a+π/6)-π/4]=sin(a+π/6)cos(π/4)-cos(a+π/6)sin(π/4

设向量a=(3,sinα)b=(√3,cosα)且a//b则锐角α为

a//b,可得:a=tb,所以有:3=√3t解得:t=√3sina=cosat所以:sina/cosa=t即:tana=√3 得:a=60°

已知a为锐角 tan a=2分之1 求cos a的值?

1、tana=1/2=sina/cosa2sina=cosa4sin^2a=cos^2a4(1-cos^2a)=cos^2acosa=2倍根5/5(因为a为锐角)2、Sin2aCosa-Sina/Si

设a是锐角,若2*sin a*cos a+1/3*sin a-1/3*cos a=1,求tan a*cot a 为根的一

设sina-cosa=t则2sinacosa=1-t^21-t^2+(1/3)t=13t^2-t=0t=0或t=1/3sinacosa=1/2或4/9tana+cota=1/sinacosa=9/4t

若a是锐角,sinα+cosα等于3分之四,则sinα×cosα=?

sinα+cosα=4/3两边平方(sinα+cosα)=16/9sin²α+cos²α+2sinαcosα=16/91+2sinαcosα=16/92sinαcosα=7/9si

若a为锐角,cos(a+30)=4/5,则sin(2a+15)=

a∈(0,90)a+30∈(30,120)sin(a+30)>0sin(a+30)=3/5sin(2a+60)=2sin(a+30)cos(a+30)=24/25又cos(a+30)>cos45,a+