Speed (m/s) لہ 2 3 10 100 Time (seconds) NOT TO SCALE 130 The speed-time graph shows information about the journey of a tram between two stations. (a) Calculate the distance between the two stations. DISTANCE = AREA UNDER CURVE A₁ = ±64 = ± (10) (20) = 100 A₂ = 422 (100-10)(20) = 1800 A₂ = bh=₤ (180-100) (20) = 300 DISTANCE = A + A2 + A3 = 100 + 1800+ 300 = 2200 2200

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter5: Inverse, Exponential, And Logarithmic Functions
Section5.3: The Natural Exponential Function
Problem 44E
Question

Is the solution correct?Why or why not?

Speed
(m/s)
لہ
2
3
10
100
Time (seconds)
NOT TO
SCALE
130
The speed-time graph shows information about the journey of a tram between two stations.
(a) Calculate the distance between the two stations.
DISTANCE =
AREA UNDER CURVE
A₁ = ±64 = ± (10) (20) = 100
A₂ =
422 (100-10)(20) = 1800
A₂ = bh=₤ (180-100) (20) = 300
DISTANCE
= A + A2 + A3 = 100 + 1800+ 300
= 2200
2200
Transcribed Image Text:Speed (m/s) لہ 2 3 10 100 Time (seconds) NOT TO SCALE 130 The speed-time graph shows information about the journey of a tram between two stations. (a) Calculate the distance between the two stations. DISTANCE = AREA UNDER CURVE A₁ = ±64 = ± (10) (20) = 100 A₂ = 422 (100-10)(20) = 1800 A₂ = bh=₤ (180-100) (20) = 300 DISTANCE = A + A2 + A3 = 100 + 1800+ 300 = 2200 2200
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