Answer:
Formula of the function is found:
For t= 2.5s , vertical distance is:
H(2.5) = +42.38cm , H(2.5) = -42.38cm
Explanation:
General form of trigonometric function H(t) is given by:
Where
A = Amplitude
Period = 3s = 2π/B
B = 2π/3
C = Phase shift = 1.3s
D = Vertical Shift
Find A (Amplitude):
Amplitude = (highest value - lowest value)/2
Amplitude = (-27-(-44))/2
Amplitude = (-27+44)/2
Amplitude = 8.5
Find D (Vertical Shift)
Vertical shift can be found by finding midpoint
Midpoint = (highest value + lowest value)/2
Midpoint = (-27-44)/2
Midpoint = -35.5
<h3>Substitute the values of A,B,C,D in the general form of trigonometric function.</h3><h3>
</h3>
which is the formula of the function
<h3>For t = 2.5s</h3>
Answer:
C
Explanation:
Travel 5 to the right, and upwards until the graph line. The point on this line falls closest to 3 on the Y scale.
People often play a lot of roles. The answers to the questions are below.
- Juliet was said to have sent the nurse to speak with Romeo.
- The nurse agreed to this request.
- What motivated Juliet to make this request is that her desire to marry Romeo.
- What motivated the nurse to go on this quest is that She cares about Juliet's happiness.
<h3>What is the Romeo and Juliet story about?</h3>
The story of Juliet and Romeo is one that is said to be based on the life story of two real lovers who were said to have lived and died for each other. The place where this people stayed was in Verona, Italy in the year 1303.
Shakespeare is said to be the one who discovered this tragic love story in the poem of Arthur Brooke in 1562 which was titled “The Tragical History of Romeo and Juliet”.
Learn more about Juliet and Romeo from
brainly.com/question/1556509
Each point should satisfy the equation of the line it belongs to.
This means that:
for the equation of the first line (y=x+b), the point (p,r) satisfies this equation, thus: r = p + b ....................> equation I
for the equation of the second line (y=2x+b), the point (2p,5r) satisfies this equation, thus: 5r = 4p + b ...................> equation II
Subtract equation I from equation II to eliminate the constant b:
5r-r = 4p+b-p-b
4r = 3p
Thus, r/p = 3/4
