Rewrite using a single positive exponent 6^7/6^2
Since the bases are the same, we can subtract the exponents: 6^7/6^2 = 6^(7-2) = 6^5.
To rewrite using a single positive exponent, we can subtract the exponents and divide the base. Therefore, 6^7/6^2 can be simplified as 6^(7-2) = 6^5.
To rewrite the expression 6^7/6^2 using a single positive exponent, we can combine the exponents by subtracting them. This is because when we divide two numbers with the same base, we subtract the exponents.
So, 6^7/6^2 can be rewritten as 6^(7-2) since the base is the same.
Simplifying the exponent, 6^(7-2) becomes 6^5.
Therefore, the expression 6^7/6^2 can be rewritten as 6^5.