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If tan theta = -5/7, cos theta <0, what is sin, cos, csc,and cot theta
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tan inverse(-5/7)=-35.537 so angle is -35.537
h^2=root(49+25)=root(74) =root(74) sin(theta)=-5/(root 74) cos(theta)=7/(root 74)
thank you
how does one solve this partial-fraction decomposition : 3x^3-5x^2 +12 +4/ x^4 -16
partial-fraction decomposition is related to complex numbers process called residues if you are familiar with it you should be okey
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No am not familiar with residues
ok so \[3x^3-5x^2+12x+4/(x^2-4)(x^2+4)\] \[form: AX+B/(x^2-4) +CX+D/(x^2+4)\] then multiplying through LHS with (x^2+4)(x^2-4)
equate the like terms and get value of A,B,C,D
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