Sahaprof
Мыслитель
(8073)
3 недели назад
Let's use a calculator to help us resolve this issue.
You have the following values:
l = 159 (micrometers)
p = 1000
sin(35) ≈ 0.5735764364 (using a calculator)
g = 9.81 (m/s²)
You want to calculate the product:
p × g × l × sin(35)
Using a calculator, I get:
1000 × 9.81 × 0.159 × 0.5735764364 ≈ 894.65
So, the correct answer is indeed 894.65.
The reason for the discrepancy between your two answers is due to the precision of the sine value. When you use the approximate value of sin(35) as 0.573, you get a slightly different result. However, when you use the more precise value of sin(35) as 0.5735764364, you get the correct answer.
In general, it's always a good idea to use the most precise values possible when performing calculations to ensure accurate results.
893,75, если я перевожу sin35 в 0,573 и
894,65, если я перевожу sin35 и пишу синус полностью 0,5735764364
Какой из них ответ будет правильным?