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1. Define reaction rate. 2. Write the mathematical equation used to deter-
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x=10/y*(127-x); x = 10 / y * (127 - x);
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(d) (e) (f) 17. (a) (b) (c) (d) (e) (f) (g) 18. (a) (b) (c) (d) (e) (f) (g) (h) = 2 /3 radians = 2 /180 radians = 157 /9000 radians f g(x) = [(x 1)2 ]2 + 2[(x 1)2 ] + 3; g f (x) = ([x 2 + 2x + 3] 1)2 . 3 3 2 x 2 + 1; g f (x) = [ x + 1]2 2. f g(x) = f g(x) = sin([cos(x 2 x)] + 3[cos(x 2 x)]2 ); g f (x) = cos([sin(x + 3x 2 )]2 [sin(x + 3x 2 )]). f g(x) = eln(x 5)+2 ; g f (x) = ln(ex+2 5). f g(x) = sin([ln(x 2 x)]2 +[ln(x 2 x)]); g f (x) = ln([sin(x 2 + x)]2 [sin(x 2 + x)]). f g(x) = e[e ] ; g f (x) = e [e ] . f g(x) = [(2x 3)(x + 4)] [(2x 3)(x + 4) + 1] [(2x 3)(x + 4)+2]; g f (x) = (2[(x(x +1)(x +2)] 3)([(x(x +1)(x +2)]+4). f is invertible, with f 1 (t) = (t 5)1/3 . g is not invertible since g(0) = g(1) = 0. h is invertible, with h 1 (t) = sgn t t 2 . f is invertible, with f 1 (t) = (t 8)1/5 . g is invertible, with g 1 (t) = [ln t]/3. h is not invertible, since sin /4 = sin 9 /4 = 2/2. f is not invertible, since tan /4 = tan 9 /4 = 1. g is invertible, with g 1 (x) = sgn x |x|.
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7. Drawing a Conclusion Why were observations made after 1, 2 and 3 minutes, respectively
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