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Question Number 4790 by Dnilka228 last updated on 10/Mar/16

$$Function\mathrm{\Gamma }isa+b$$$$a+b=AB$$$$a\ne b-4$$$$b-4=4+b$$$$b=a-1$$$$a-1=2$$$$b=2$$$$a=3$$$$Function\mathrm{\Gamma }is\frac{a}{b}+\sin a+b$$$$\mathrm{\Gamma }=\frac{a}{b}+\sin a+b$$$$a=b-1$$$$b=5$$$$a=4$$$$9-a=b$$$$9-b=a$$$$Funcion\mathrm{\Gamma }is\frac{\sin a+\sin b}{{\sin }^{-1}a+{\sin }^{-1}b}\times (a+b)$$$$\sin a+\sin b<c_1$$$$c_1=a\times 3$$$$a=b+3$$$$b=2$$$$b+3=2+3$$$$2+3=5$$$$a=5$$$$a\times 3=15$$$$c_1=15$$$$c_2=c_1\mathbf{÷}5$$$$c_1\mathbf{÷}5=3$$$$c_2=3$$$$c_1+c_2=c_3$$$$c_3=18$$$$c_3\approx \sin a+b$$$$a\times b\times 2=20$$$$\sin 20=\sin a+b$$$$c_3\approx 20$$

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