what is 4^13 divide 3^-5
that is incorrect
what is 4^13 divide 3^-5 using quotient rule
can you simplify 4^13 * 3^5
To simplify the expression 4^13 divided by 3^-5, we can rewrite both terms with positive exponents:
4^13 / 3^-5
Since 3^-5 is equivalent to 1 / 3^5, we can rewrite the expression as:
4^13 / (1 / 3^5)
Using the rule of exponents that states x / (1 / y) is equal to x * y, we can multiply 4^13 by 3^5:
4^13 * 3^5
Now we can calculate the result:
4^13 ≈ 67,108,864 and 3^5 = 243
67,108,864 * 243 = 16,308,907,776
Therefore, 4^13 divided by 3^-5 is equal to 16,308,907,776.
Apologies for the mistake. Let's correct the solution.
To simplify 4^13 divided by 3^-5, we can use the rule that states a^m divided by a^n is equal to a^(m - n).
Using this rule, we get:
4^13 / 3^-5 = 4^13 * 3^5
Now let's calculate each term:
4^13 = 67,108,864
3^5 = 243
Therefore, 4^13 divided by 3^-5 is equal to 67,108,864 multiplied by 243:
67,108,864 * 243 = 16,308,907,872
Apologies again for the previous incorrect response. The correct answer is 16,308,907,872.
To divide two exponential expressions, we can apply the quotient rule, which states that a^m / a^n = a^(m - n).
Using this rule, we have:
4^13 / 3^-5 = 4^13 * 3^5
Now, let's calculate each term:
4^13 = 67,108,864
3^5 = 243
Therefore, 4^13 divided by 3^-5 is equal to:
67,108,864 / 243 = 276,824
Hence, 4^13 divided by 3^-5, using the quotient rule, is equal to 276,824.
Certainly! To simplify 4^13 * 3^5, we multiply the terms together:
4^13 * 3^5 = (4 * 4 * 4 * 4 * 4 * 4 * 4 * 4 * 4 * 4 * 4 * 4 * 4) * (3 * 3 * 3 * 3 * 3)
This simplifies to:
67,108,864 * 243 = 16,308,907,872
Therefore, 4^13 * 3^5 is equal to 16,308,907,872.