Final answer:
The question involves performing multiplication while limiting the results to a specific number of significant figures. Two separate products are calculated and rounded to the appropriate number of significant figures; 293 and 53.2 respectively.
Step-by-step explanation:
The subject of the question seems to be mathematics, particularly the operations involving significant figures in multiplication. The task is to perform calculations and limit answers to a certain number of significant figures. Let's solve the given problems:
- 67,883 × 0.004321 = ?
- (9.67 x 10³) × 0.0055087 = ?
To calculate 67,883 × 0.004321, multiply the two numbers. The product is 293.597703 but must be rounded to three significant figures, which results in 293.
For the second calculation, (9.67 x 10³) × 0.0055087, first perform the multiplication. The product is 53.2492399, which, when rounded to three significant figures, gives 53.2.
Remember, in both cases we are limiting the number of significant figures based on the factors with the least number of significant figures in each problem.