(10%) Problem 1: In scientific notation, a number is represented as a coefficient, c, multiplying an exponential factor with base 10 and exponent n as [1 c < 10 ne(, -2,-1,0, 1, 2, ...) To clarify, the exponent may be a positive integer, a negative integer, or zero. The coefficient is a decimal number with exactly one non-zero digit to the left c decimal. An expression which is not in the correct form may be put in the correct form upon multiplication by a factor of 1 = This expression 10m/10m for some integer vali in proper scientific notation. cx 10" where moves the decimal to the right by m places with an offsetting change to the exponential factor while d 10 moves the decimal to the left by m places with an offsetting change to the exponential factor. Apply these principles towards expressing m= sin() cos() cotan() asin() atan() acotan() cosh() tanh() an (10m d) x =cx 10"-m 10" 10 A 25% Part (a) In order to re-express the coefficient of the number 12100 presented in the problem statement with ex