Find the first derivative of .

Question

Find the first derivative of  .

Quizplus · Accepted Answer

To find the first derivative of a hexadecimal number, we need to take the derivative of each individual digit as if it were a variable and keep the same base. In this case, the derivative of "e" is "0" since it is a constant, the derivative of "b" is also "0", the derivative of "6" is "0", the derivative of "9" is also "0", the derivative of "f" is "0", the derivative of "f" is "0", the derivative of "f" is "0", the derivative of "e" is "0", the derivative of "4" is "0", the derivative of "9" is "0", the derivative of "5" is "0", the derivative of "e" is "0", the derivative of "6" is "0", the derivative of "e" is "0", the derivative of "a" is "0", the derivative of "f" is "0", the derivative of "9" is "0", the derivative of "4" is "0", the derivative of "5" is "0", the derivative of "1" is "1", the derivative of "1" is "1", the derivative of "a" is "0", the derivative of "4" is "0", the derivative of "1" is "0", the derivative of "c" is "0", the derivative of "c" is "0", the derivative of "3" is "0", the derivative of "4" is "0", the derivative of "f" is "0", the derivative of "c" is "0", the derivative of "3" is "0", and the derivative of "4" is "0". Therefore, the answer is 11eb69ff_fe49_8580_af94_2f2af44295b1_TB8190_11.

Find the First Derivative of