The following table shows the height at half-second intervals of a rock that breaks free from the top of a 310-foot-tall cliff and falls without obstruction to the river below. Time t (in seconds) Height h (in feet) 310 0.5 306 1.0 294 1.5 274 2.0 246 2.5 210 3.0 166 - 481 + 330. What is the linear- Step 1 of 3: The linear function of best fit that models the height of the rock after t seconds is h(t) = model height of the rock at time t = 0? Round your answer to the nearest foot, if necessary.
The following table shows the height at half-second intervals of a rock that breaks free from the top of a 310-foot-tall cliff and falls without obstruction to the river below. Time t (in seconds) Height h (in feet) 310 0.5 306 1.0 294 1.5 274 2.0 246 2.5 210 3.0 166 - 481 + 330. What is the linear- Step 1 of 3: The linear function of best fit that models the height of the rock after t seconds is h(t) = model height of the rock at time t = 0? Round your answer to the nearest foot, if necessary.
Trigonometry (11th Edition)
11th Edition
ISBN:9780134217437
Author:Margaret L. Lial, John Hornsby, David I. Schneider, Callie Daniels
Publisher:Margaret L. Lial, John Hornsby, David I. Schneider, Callie Daniels
Chapter1: Trigonometric Functions
Section: Chapter Questions
Problem 1RE:
1. Give the measures of the complement and the supplement of an angle measuring 35°.
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Question 2 of 6, Step 1 of 3
2
Correct
The following table shows the height at half-second intervals of a rock that breaks free from the top of a 310-foot-tall cliff and falls without
obstruction to the river below.
Time t (in seconds)
Height h (in feet)
310
0.5
306
1.0
294
1.5
274
2.0
246
2.5
210
3.0
166
Step 1 of 3: The linear function of best fit that models the height of the rock after t seconds is h(t) =
48t + 330. What is the linear-
model height of the rock at time t = 0? Round your answer to the nearest foot, if necessary.
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Transcribed Image Text:1/9
Question 2 of 6, Step 1 of 3
2
Correct
The following table shows the height at half-second intervals of a rock that breaks free from the top of a 310-foot-tall cliff and falls without
obstruction to the river below.
Time t (in seconds)
Height h (in feet)
310
0.5
306
1.0
294
1.5
274
2.0
246
2.5
210
3.0
166
Step 1 of 3: The linear function of best fit that models the height of the rock after t seconds is h(t) =
48t + 330. What is the linear-
model height of the rock at time t = 0? Round your answer to the nearest foot, if necessary.
E Keypad
Answer
Keyboard Shortcuts
Submit Answer
© 2021 Hawkes Learning
« Previous
MacBook Air
DI
DD
80
000
000
F8
F9
F10
F11
F6
F7
F3
F4
F5
*
24
&
4
5
6.
7
{
R
Y
+ II
* 00

Transcribed Image Text:1/9
Question 2 of 6, Step 1 of 3
Correct
0.
310
0.5
306
1.0
294
1.5
274
2.0
246
2.5
210
3.0
166
– 48t +330. What is the linear-
Step 1 of 3: The linear function of best fit that models the height of the rock after t seconds is h(t)
model height of the rock at time t = 0? Round your answer to the nearest foot, if necessary.
|
Answer
国 Keypad
Keyboard Shortcuts
feet
Submit Answer
© 2021 Hawkes Learning
« Previous
MacBook Air
80
000
000
DD
F3
F4
F5
F6
F7
F8
F9
F10
F11
%23
2$
&
5
6.
7
8.
9.
%3D
%#3
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