Answer:
80
Step-by-step explanation:
Answer:
if those functions under the radical are multiplied together they can be expanded as:
I=((x1+x2)^2 - 1)*(1-(x1-x2)^2)/8
let u=x1+x2 and v=x1-x2
I = (u ^ 2–1) * (1-v ^ 2)
du = dx1 + dx2; dv = dx1-dx2;
dx1 * dx2 = (du-dx2) * (dx1-dv)
or-or-or ...
int(I)*dx1*dx2=5/2
Step-by-step explanation:
this is the correct answer you want
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Answer:
91
Step-by-step explanation:
we will call Allen : A
we will call MIller: M
we will call James: J
The problem tells us we have three answers we need to find and it only gives us one of those answers. We can use that to find the other needed answers. We will start with answering the first one.
A = 44
We know from the given A = 44 so miller is half the weight we divide by 2.
A/2 = M
44/2 = 22 so we know that M is = to 22
then the question tells us james is three more than miller. we know from solving miller is 22.
M + 3 = J
22+3 = J
J=25
then the final question asks to add all of them together
A + M + J = Total weight
44 + 22 + 25 = Total Weight
91 = Total Weight
Answer:
first person payed$4, second person payed$12 and the third person payed $24
Step-by-step explanation:
find the sum of the ratio
find
1 divided by the total ratio time $40 to get first person
follow in that order to get the amount each person payed.
Let u_n be the n' th term of the sequence.
thus it is clear that:
