An oil rig breaks and begins to leak oil into the arctic ocean at an increasing rate of R(t) = 30t + 10 litres per day. At the instant of breakage (t=0), 10 litres of oil was spilled into the ocean via the emergency release valve. What is the equation Vt), the amount of oil (in litres) leaked into the ocean at time t days? V(t) = 5² + 20t + 100 V(t) = 10²2 + 5/₂t + 1000 V(t) = 5/2² +10t + 100 Vt) = 15²2² +10t + 1000 Vt) = 5t² + 10t + 1000 V(t) = 15²2² + 10t + 10 1A)=15+² +5/-t -
An oil rig breaks and begins to leak oil into the arctic ocean at an increasing rate of R(t) = 30t + 10 litres per day. At the instant of breakage (t=0), 10 litres of oil was spilled into the ocean via the emergency release valve. What is the equation Vt), the amount of oil (in litres) leaked into the ocean at time t days? V(t) = 5² + 20t + 100 V(t) = 10²2 + 5/₂t + 1000 V(t) = 5/2² +10t + 100 Vt) = 15²2² +10t + 1000 Vt) = 5t² + 10t + 1000 V(t) = 15²2² + 10t + 10 1A)=15+² +5/-t -
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Transcribed Image Text:An oil rig breaks and begins to leak oil into
the arctic ocean at an increasing rate of R(t)
= 30t + 10 litres per day. At the instant of
breakage (t=0), 10 litres of oil was spilled
into the ocean via the emergency release
valve. What is the equation V(t), the
amount of oil (in litres) leaked into the ocean
at time t days?
V(t) = 5² + 20t + 100
V(t) = 10²2 + 5/₂t + 1000
V(t) = 5/2² +10t + 100
Vt) = 15²2² +10t + 1000
Vt) = 5t² + 10t + 1000
Vt) = 15² + 10t+ 10
OMA =152 +5/2t + 1000
Иt) = 10²² + 20t + 100
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