>>Question: Expand (a+b)^n >>Answer: >>(a+b)^n = (a + b)^n = (a + b)^n = (a + b)^n etc. >>Teacher's note was "Very funny Peter".
>sin x in >----- = ----- >cos x co >Oh that reminded me of others (but only the one I wrote was a shot of real exam paper - others sounded to be just jokes):
1/n sinX = 1 siX = 6 (prefixed with note:"a blondie solving equation") sqrt2/2 = sqrt lim x->8 = 1/x-8 = "infinity sign" then: lim x->5 = 1/x-5 = "5 rotated 90 degrees" (imagine drawing) On a perpendicular triangle sides are 3 and 4, hypotenuse marked with x. Q: Find x A: (draws a circle around x with a note "Here it is")To me they looked like creative jokes rather then being real:)