Question

V=π^2/4*54(±0.5)*8,235^2(±0,001)

Answer 1

V=π^2/4*54(±0.5)*8,235^2(±0,001)

Answer 2

To calculate the value of the expression V, let's break it down step by step:

1. π (pi) is approximately 3.14159265359.
2. 54 (±0.5) means that the value is 54 with a possible variation of ±0.5. So the range for this value is from 53.5 to 54.5.
3. 8,235^2 (±0.001) means that the value is 8,235 squared with a possible variation of ±0.001. So the range for this value is from (8,235 - 0.001)^2 to (8,235 + 0.001)^2.

Let's perform the calculations:

1. π^2 ≈ 3.14159265359^2 ≈ 9.86960440109
2. 54 (±0.5) → The range for 54 is from 53.5 to 54.5.
3. 8,235^2 (±0.001) → The range for 8,235 squared is from (8,235 - 0.001)^2 to (8,235 + 0.001)^2.

Calculating the minimum value: V(min) = (π^2 / 4) * 53.5 * (8,235 - 0.001)^2 ≈ 119,608,295.99

Calculating the maximum value: V(max) = (π^2 / 4) * 54.5 * (8,235 + 0.001)^2 ≈ 122,100,547.64

So the final result for V is within the range of approximately 119,608,296 to 122,100,548, depending on the variations of the inputs.