Question

C^15+c^35 сколько будет?

Answer 1

C^15+C^35=C^50, вроде верно

Answer 2

To simplify the expression C^15 + C^35, we need to know the relationship between "C" and its exponent. Assuming "C" is a variable and the expression represents raising "C" to the power of 15 and then adding it to "C" raised to the power of 35, we can proceed as follows:

C^15 + C^35

Since both terms have "C" as a common base, you can factor out "C" from both terms:

C * (C^14) + C * (C^34)

Now you can add the exponents of "C":

C^(1+14) + C^(1+34)

C^15 + C^35

So the simplified expression is C^15 + C^35.