Final Answer:
The product of 246 multiplied by 1.5 is 369, and the result has three significant figures.
Step-by-step explanation:
When multiplying numbers, it's crucial to consider the number of significant figures in each factor. In the given multiplication of 246 and 1.5, we can determine the number of significant figures in each factor. The number 246 has three significant figures, as there are no trailing zeros after the last nonzero digit. The number 1.5 has two significant figures because the zero after the decimal point and before the 5 is not considered significant.
To find the product, multiply 246 by 1.5. \(246 \times 1.5 = 369.\) Now, let's examine the significant figures in the result. The product, 369, has three significant figures, matching the least number of significant figures in the original factors. This is because multiplication involves finding the least number of significant figures among the factors.
Therefore, the final answer is 369 with three significant figures. This result accurately reflects the precision of the original numbers used in the multiplication, ensuring consistency with significant figure rules.