Answer:
9(5x+7y)
Step-by-step explanation:
solution:
we have the solution as
x(t)= c1*cos(t) + c2*sin(t)
=>x'(t) = -c1*sin(t) +c2*cos(t)
given x(π/3)=sqrt(3)/2 and x'(π/3)=0
=>sqrt(3)/2= c1*(1/2) + c2*(sqrt(3)/2) ------------------------> (1)
and 0= -c1*(sqrt(3)/2) + c2*(1/2) --------------------------->(2)
=>c2=c1*sqrt(3)
using this in (1) we get
sqrt(3)/2= c1*(1/2) + c1*(3/2)
=>c1= sqrt(3)/4
and c2=3/4
x(t) = (sqrt(3)/4)*cos(t) +(3/4)*sin(t)
Answer:
38
Step-by-step explanation:
This is a right handed limit because there is a "+" next to the -19. This means that we have to find the limit as the function goes to -19 from the right side. This means that the limit is when it goes from -19.1 --> -19.
From the table we see that this area is aproaching 38 as it gets closer to -19.
The f(x) number will get increasingly closer to 38 but never reach 38, and that is why it is the limit.
Hope this helps!!!
Answer:
It is 1130.1 hope this helps
The radius and height, in two decimal places are mathematically given as
r=10.60
<h3>What is the radius and height, in two decimal places?</h3>
Generally, the equation for the volume is mathematically given as
Therefore
Using Lagrange method
with
r=10.60
In conclusion, the radius and height, in two decimal places is
r=10.60
Read more about radius
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