Question

Simplify. Express your answer as a single term using exponents. HINT: When multiplying you must have the same base and add the exponents. (1 point) 1785 ×1789 = ?

Answer 1

To simplify the expression \(1785 \times 1789\) as a single term using exponents, we can rewrite the numbers in terms of their bases if possible.

However, there seems to be a misunderstanding, as \(1785\) and \(1789\) cannot be expressed as the same base directly for multiplication. If we need to keep it as a multiplication of two distinct bases, we cannot combine them with exponents.

But if we look at \(1785\) and \(1789\) more closely, we can express them in terms of \(1785\):

\[
1789 = 1785 + 4
\]

Thus, we can't turn it into a single exponential term.

So, we need to present the operation as is:

\[
1785 \times 1789
\]

If you're looking for simply the mathematical product, we can state that it equals:

\[
1785 \times 1789 = 3,195,765
\]

But in terms of exponents, without common bases, the expression remains:

\[
1785 \times 1789
\]

If you seek a specific format or manipulation, please clarify!