There are 2 systems And B.14 degrees in A equal to 36 in B.133 in A equivalent to 87.at what temperature both?

Answer 1

.Let me get this. 2 systems

A --------- B
14 --------- 36
133 ------- 87
c -------- k

At which temperature are both temperatures equal

say this happens at temperature t, which is equal in both systems (this obviously should fall within 36 and 87 k)

then

(t - 14) / (133-14) = (t - 36)(87 -36)

68t = 4284-714
t = 3570/68 = 52.5 which is the answer.

Answer 2

Temperature systems always have a linear relationship to each other, so let's come up with the equation that relates the two.

We'll treat it just like we're finding the equation of a line, except instead of using (x,y) as coordinate pairs, we'll use (A,B). We need a line that goes through two points: (14,36) and (133,87).

The slope of the line will be:

m = (87-36)/(133-14)
= 51/119
= 3/7

So, if we wanted to write the equation in slope-intercept form, so far it would look like this: B = (3/7)A + b. We just need to find b, so we plug in one of the points:

87 = (3/7)133 + b

Simplifying:

87 = 57 + b
30 = b

So our equation is B = (3/7)A + 30. As a test, we can plug in the coordinates for either point, and we find they both work.

Now, we want to find the point where the two temperature scales are equal -- in other words, A = B. So we substitute A for B, giving us:

A = (3/7)A + 30

Solving:

7A = 3A + 210 (multiply both sides by 7)
4A = 210 (subtract 3A from both sides)
A = 210/4 = 52.5 (divide both sides by 4)

So the two temperature scales read the same at 52.5 degrees.

Hope that helped!

Answer 3

Try rephrasing your question. At the moment I haven't the foggiest what you're on about.

Answer 4

233.