The speed of the flaming ball is the rate of change in distance travelled. Hence the speed of the flare at time u seconds is: √(z' (u))² + (v′(u)) ². d v(u) = = s(u) = ₁ du • After 5 seconds the ball is moving at a speed of + • The initial speed of the ball is + metres per second (to the nearest integer). metres per second (to the nearest integer).

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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The speed of the flaming ball is the rate of change in distance travelled. Hence the speed of the flare at time
u seconds is:
d
2
2
v(1²) = = *(16) = √ √ (2²′(w)) ² + (x²(e)) ²³
(x' (y′(u))
-s(u)
du
●
After 5 seconds the ball is moving at a speed of +
• The initial speed of the ball is +
metres per second (to the nearest integer).
metres per second (to the nearest integer).
Transcribed Image Text:The speed of the flaming ball is the rate of change in distance travelled. Hence the speed of the flare at time u seconds is: d 2 2 v(1²) = = *(16) = √ √ (2²′(w)) ² + (x²(e)) ²³ (x' (y′(u)) -s(u) du ● After 5 seconds the ball is moving at a speed of + • The initial speed of the ball is + metres per second (to the nearest integer). metres per second (to the nearest integer).
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