Differentiation Rules:
Constant Rule: If y = Constant, then y’ = 0
Sum Rule: If y = f + g, then y’ = f’ + g’
Power Rule: If y = xn, then y’ = nxn-1
Product Rule: If y = f*g, then y’ = f’g +g’f
Quotient Rule: If y = f/g, then y’ = (gf’ – fg’)/g2
Chain Rule: If Y = f o g = f(g(x)), then Y’ = f’(g(x))*g’(x)
Area Formulas:
A = πr2
Pythagorean Theorem
X2+Y2=z2
Perimeter of Circle: P= 2pi R
Perimeter of Rectangle P=2L+ 2W
Y = ax |
Y’ = lna ax |
Y=tanx |
Y’=sec2x |
Y=sin-1x |
Y’= |
Y=tan-1x |
Y’= |
