+ 15 Using our 2nd equation (seen on line 3) use DESMOS to create your own equation to evaluate how many seconds it would take a firework to explode with an initial velocity of 150 ft/s and a building height of 50 ft. 10 Move the sliders on line 4 and 5 (Type in the values given too). V h(t) = -1672 + vof + ho vo = 1 -10 10 ho = 1 -10 10 Did you find the same time, t, that you calculated earlier? -5 15 20 Enter a note.

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter5: Inverse, Exponential, And Logarithmic Functions
Section: Chapter Questions
Problem 18T
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create your own equation to evaluate how many seconds it would take a firework to explode with an initial velocity of 150 ft/s and a building height of 50 ft.

15
Using our 2nd equation (seen on line 3) use
DESMOS to create your own equation to evaluate
how many seconds it would take a firework to
explode with an initial velocity of 150 ft/s and a
building height of 50 ft.
2
10-
Move the sliders on line 4 and 5 (Type in the values
given too).
h(t) = -16r2 + vot +
Vo = 1
-5
-10
10
ho = 1
-10
10
Did you find the same time, t, that you calculated
earlier?
-5
10
15
20
Enter a note..
8
Transcribed Image Text:15 Using our 2nd equation (seen on line 3) use DESMOS to create your own equation to evaluate how many seconds it would take a firework to explode with an initial velocity of 150 ft/s and a building height of 50 ft. 2 10- Move the sliders on line 4 and 5 (Type in the values given too). h(t) = -16r2 + vot + Vo = 1 -5 -10 10 ho = 1 -10 10 Did you find the same time, t, that you calculated earlier? -5 10 15 20 Enter a note.. 8
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