Alyssa's average speed on the round trip is 540 Mies per hour.
We have given,
The speed of the jet Alyssa flew on from Boston to London was 480
mph.
On her return flight, the speed of the jet was 600 mph with a tail
wind.
<h3>What is the average speed?</h3>

a=inital speed
b=final speed
add 600 and 480 then divide by 2
That can be given by

Alyssa's average speed on the round trip is 540mph.
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Let x = the first number
x+1 = the second number
The sum of our two numbers is therefore: x + (x+1)
When you subtract 13 from the above you get 18 left over.
So our equation is:
x + (x+1) - 13 = 18
Now we can just solve for x:
x + (x+1) = 31
2x + 1 = 31
2x = 30
x = 15
So our first number is 15 and our second number must be 16.
Answer:
Step-by-step explanation:
you know ; for all reals a ; cos(π/2 - a) = sin(a)
so : sin(5x+15) = cos(π/2-(5x+15) ) = cos(π/2-5x-15)
sin(5x+15)=cos(4x−6) eqivaut : cos(π/2-5x-15) = cos(4x−6)
note : cos(a)=cos(b) : a= b +2kπ or a= - b +2kπ ....k in Z
π/2-5x-15 = 4x−6 + 2kπ or π/2-5x-15 = - (4x−6) + 2kπ....k in Z
continue calculate : x .......
Answer:
Step-by-step explanation:
Go
Answer:
The 2 Plan will have same cost of $2149 after 64 sessions.
Step-by-step explanation:
Given;
Let the Two plan be Plan A and Plan B.
Also let the number of session be 
According to given detail
Plan A = 
Plan B =
We need to find the value of when both are equal.
Plan A = Plan B
= 
Solving above equation we get;

Number of session are 64.
Cost after 64 session will be,
Plan A = 
Plan B =
Hence The 2 Plan will have same cost of $2149 after 64 sessions.