the radius of a sphere is expressed as (5.3+ _0.1) cm.find the percentage error in the volume of the sphere. solve in the answere
Answers
Answered by
2
V = (4/3) × πR³
ΔV/V = 3 × Δr/r
= 3 × (0.1 / 5.3)
= 0.0566
ΔV/V × 100 = 0.0566 × 100 = 5.66
Percentage error in volume is 5.66%
ΔV/V = 3 × Δr/r
= 3 × (0.1 / 5.3)
= 0.0566
ΔV/V × 100 = 0.0566 × 100 = 5.66
Percentage error in volume is 5.66%
Answered by
2
Hi friend,
Given,
Volume =4/3 πR³
∆V/V = 3 π∆r/r
=3×(0.1/5.3)
=0.05666666
∆V/V ×100 =5.6666
Percentage error =5.6℅.
Given,
Volume =4/3 πR³
∆V/V = 3 π∆r/r
=3×(0.1/5.3)
=0.05666666
∆V/V ×100 =5.6666
Percentage error =5.6℅.
Similar questions