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Simplifying sin(bt) = at Multiply ins * bt binst = at Solving binst = at Solving for variable 'b'. Move all terms containing b to the left, all other terms to the right. Divide each side by 'inst'. b = ai-1n-1s-1 Simplifying b = ai-1n-1s-1
| 1h-(2h-1)=118 | | 5(z-5)+7z-3= | | 7x+5*(x-3)-10x-x=20 | | 11+6n=1+2n+6n | | 3=x^2+5x | | 28=a+13 | | 14x-8-7x=5x-20 | | xy+8y=9 | | 10+3y+8=y-15-9y | | 3x-4+x=24 | | 3u=18 | | 10+3y+8=y-15+9y | | T+3=-6 | | -3(a-2)=-33 | | 5-6x=-16 | | 4v=9 | | 9y-5=5y+9 | | p-15=-8 | | 20+y=13 | | 50=3x-1 | | 4(2x-3)=6-(12-2x) | | -2(6x+4)+8x=2(-x) | | -9x+3(2x-3)=-10-2x | | 7w=-9 | | 5y-10x=10 | | x^2=-2x-5 | | 6x^2y^2-51xy^2+126y^2= | | x+3x--4=24 | | 4x+3(7-2x)=5-2[3-(5x-1)] | | 7z-12=-40 | | 4p+p=1.50 | | 4(x+3)-4=2x+2(2+x) |