Question

the radius of a sphere is measured tobe (5.3+-0.1)cm.calculate the percentage error in volume

Answer 1

ΔV/V * 100 = (3Δr/r) * 100
= (3*0.1/5.3) * 100
= 5.66%

Percentage error in volume is 5.66%

Answer 2

Answer:

ΔV/V times 100 = 5.66% represents the volume inaccuracy as a percentage.

Explanation:

• Since the sphere's volume is V=43R3, we may represent the mistake as a percentage, i.e., VV100=3(RR100), and by replacing the numbers, we would have the desired outcome.
• The volume measurement error is dVV%=3dRR%=3%. Q.
• The measurement error for the sphere's radius is 1%.
• Per cent Difference = ((Estimated Number - Real Number)/ Actual amount) x 100 provides a summary of all of the above.
• Calculating the spherical equivalent involves adding the sphere power and half of the tube power.

Therefore, ΔV/V times 100 = 5.66% represents the volume inaccuracy as a percentage.

To learn more about Volume, visit:

https://brainly.in/question/25282116

To learn more about Error, visit:

https://brainly.in/question/9643288

#SPJ3