tan5°等于根号几tan30° cos30° cos45° tan45° cos60° tan60° tan90° cos90°分别等于根号几?

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tan5°等于根号几tan30° cos30° cos45° tan45° cos60° tan60° tan90° cos90°分别等于根号几?
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tan5°等于根号几tan30° cos30° cos45° tan45° cos60° tan60° tan90° cos90°分别等于根号几?
tan5°等于根号几
tan30° cos30° cos45° tan45° cos60° tan60° tan90° cos90°分别等于根号几?

tan5°等于根号几tan30° cos30° cos45° tan45° cos60° tan60° tan90° cos90°分别等于根号几?
tan30°=√3/3 cos30°= √3/2 cos45°= √2/2 tan45°=1
cos60°=1/2 tan60°= √3 tan90°无意义 cos90°=0
顺便:
sin0°=0 sin30°=1/2 sin60°=√3/2 sin90°=1

根号10化不出来的,根号20才化成2又根号5,其实就是把20分解成为5乘以4,也就是根号5乘以根号4,其中,4是完全平方数字,根号4等于2,因此,根号20就

tan30°=2tan15°/(1-tan²15°)=√3/3 ,tan15°=2-√3,设tan5°=x,tan15°=[x+2x/(1-x²)]/[1-2x²/(1-x²)],x³-(6-3√3)x²-3x+2-√3=0,一元三次方程重根判别式:A=b²-3ac=36(2-√3); B=bc-9ad=9(2-√3)-9(2-...

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tan30°=2tan15°/(1-tan²15°)=√3/3 ,tan15°=2-√3,设tan5°=x,tan15°=[x+2x/(1-x²)]/[1-2x²/(1-x²)],x³-(6-3√3)x²-3x+2-√3=0,一元三次方程重根判别式:A=b²-3ac=36(2-√3); B=bc-9ad=9(2-√3)-9(2-√3)=0; C=c²-3bd=36(2-√3);总判别式: Δ=B2-4AC=-[72(2-√3)]²<0,方程有三个不相等的实根;盛金公式④X1= (-b-2A1/2cos(θ/3) )/(3a);
X2,3= (-b+A1/2(cos(θ/3)±31/2sin(θ/3)))/(3a);
其中θ=arccosT,T= (2Ab-3aB)/(2A3/2),(A>0,-1

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tan30°=√3/3 cos30°= √3/2 cos45°= √2/2 tan45°=1
cos60°=1/2 tan60°= √3 tan90°无意义 cos90°=0