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y=(x^5+17x-3)(5x^2+4)
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=100x^5+165x^3-15x^2+68x-12
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y=5x^7+35x^5+15x^3+6x^2+35x+14
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=35x^6+175x^4+45x^2+12x+35
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y= 4 cot(8x^2-3x)
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y= 4 cot(8x^2-3x)
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f(x)=4x^3 - 7x / 5x^2+2
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=20x^4+59x^2-14 / (5x^2+2)^2
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f(x)= (2x^3+8x)^4
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=(24x^2+32) (2x^3+8x)^3
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f(x)= e^2x+9
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= 2e^2x+9
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y=(2x^4+9x-6)(3x+1)
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=18x^5-336x^3+27x^2-252
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y=23d^8-d^3+6.3d^2+0.5d
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=184d^7-3d^2+12.6d+0.5
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f(x)=4cos(x^3-3)
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=-12x^2 sin(x^3-3)
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f(x)=2x^3 - 5x / 3x^2+7
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=9x^4+78x^2-35 / (3x^2+7)^2
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f(x)= (x^3-9)^7
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= 21x^2(x^3-9)^6
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ln(3x)-2x
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=1/x-2
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y=ln(3x+1)^4
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=12/3x+1
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