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Pascal's triangle nth triangular number [examples]
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2nd/3ways: trig integral ∫sec(x) dx
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2nd way: derivative (x^x)^x
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sum Find 1/1.4 + 1/4.7 +1/7.10+... +1/((3n-2)(3n+1))
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Suppose your midterm test score is 83 & your final exam score is 95.
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trig integral cos^2(x) sin(x) dx
Alternate way: log integral ∫1/(bx+xln(ax^r)) dx
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If y=a e^(mx) + b e^(-mx), show that y2=m^2y
1st/3parts: Mean of 1,2,3,...,n SAME as Mean 1,n
2nd way: integral ∫x/(2ax-x^2) dx
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derivative log f(g(x)) (a)
1st/parts: Derivative of the inverse circular functions
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Find r, if 5 4Pr = 6 5(r-1)
Review: integral ∫1/(x^2-a^2)dx vs integral ∫1/(a^2-x^2) dx vs integral ∫1/(x^2+a^2) dx
Consider the mode, median, mean.
Lamar U 2nd way: evaluate trig integral ∫17(xe^x+e^x)sin(e^x)-14sin(x) dx
multivariable Let w=x^2y-xy^3 where x=cos(t) & y=e^t. Find dw/dt & its value when t=0.
If P and Q are statements, then write the negation of P Q using only the connectives ∧ and ¬
2nd way: trig integral ∫sin(a/x +b)/x^2 dx
Lamar U: #6 trig integral ∫tan^3(6x) sec^10(6x) dx