Solve using product rule of differentiation
y= (2x²+5x+3) (3x+4)
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Answer:
18x²+43x+32
Step-by-step explanation:
Product rule says: uv = u'v+uv'
Here u = (2x²+5x+3) and V = (3x+4)
Using power rule,
nxⁿ¯¹
= (4x+5)(3x+4) + (2x²+5x+4)(3)
= 12x²+16x+12x+20 + 6x²+15x+12
= 18x²+43x+32
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