Please advise if this answer is correct:
-3a8^b2^c3^ (5abc9^ -11a^b4^c6^)
-3a8^b2^c3^ (-6ab3^c3^)
18a9^b5^c6^ - is this answer correct?
Thank you
No idea, please look at my reply to your previous question.
Your syntax is cockeyed
Correct the typos and try again
a^b4^c6^ is gibberish
a8^b2^c3^ is gibberish
What does 6^ mean?
Ah. Maybe you mean
-3a^8 b^2 c^3 (5abc^9 -11a^ b^4 c^6)
At this point I have to stop. I can't parse the 2nd factor.
To simplify the expression (-3a8^b2^c3^) * (5abc9^-11a^b4^c6^), we need to multiply the coefficients and combine the variables with the same base.
Let's begin by multiplying the coefficients:
(-3) * (5) = -15
Now let's simplify the variables with the same base (a, b, and c):
a * a = a^2
8^b * b = 8^b+1
2^c * 9^-11 = 2^c/9^11
c * c * 4^c = c^2 * 4^c
Now we can rewrite the expression:
-15a^2 * 8^b+1 * 2^c/9^11 * c^2 * 4^c
To simplify further, we need to combine the terms with the same base.
For variables with the same base, we add their exponents:
8^b+1 * 4^c = 8^b+1+c
For the term 2^c/9^11, we cannot simplify it any further without knowing the values of c and 9.
Therefore, the simplified expression is:
-15a^2 * 8^b+1+c * 2^c/9^11 * c^2