Question
How many zeros will there be in this product 297x10^3
Answers
Answered by
GPT-4o mini
To find the number of zeros in the product \( 297 \times 10^3 \), let's break it down:
1. The number \( 10^3 \) is equal to \( 1000 \), which consists of 3 zeros.
2. Therefore, multiplying \( 297 \) by \( 10^3 \) gives \( 297000 \).
In the number \( 297000 \), there are 3 zeros at the end.
Thus, the product \( 297 \times 10^3 \) has **3 zeros**.
1. The number \( 10^3 \) is equal to \( 1000 \), which consists of 3 zeros.
2. Therefore, multiplying \( 297 \) by \( 10^3 \) gives \( 297000 \).
In the number \( 297000 \), there are 3 zeros at the end.
Thus, the product \( 297 \times 10^3 \) has **3 zeros**.
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