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12 questions from this quiz
xn+1n+1+c\frac{x^{n+1}}{n+1} + cn+1xn+1+c
Differentiation of a constant gives zero
1aln(ax+b)+c\frac{1}{a}\ln(ax + b) + ca1ln(ax+b)+c
F(b)−F(a)F(b) - F(a)F(b)−F(a)
Inverse trigonometric
v=dsdtv = \frac{ds}{dt}v=dtds
Second derivative
W=∫abF(x)dxW = \int_a^b F(x)dxW=∫abF(x)dx
Uses initial conditions for constant
Collecting each variable on different sides
vdvdyv\frac{dv}{dy}vdydv
P=kQP = kQP=kQ
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