#Math Problem!
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If y = kx + b, then ∆y = k∆x.
Sorry but I didn't get it, where's "b"?
We have c = (5/9)(f - 32), so f = (9/5)c + 32. So, k = 9/5, b = 32.
Alright, then?
You are able to input the different values of celcius into fahrenheit.
We know k = 9/5 and ∆c = 20 - 10 = 10, so you can find ∆f.
Yes, I already did that but my answer didn't match any of these choices
My answer was "50" but it didn't match with guide answer
How did you get 50?
Place every value in its correct place then get the "f"
You can do it the long way, by deriving both values then just finding the difference
As I said, we have k = 9/5 and ∆c = 10. So, what is ∆f?
That what I did, 10=5/9x(X-32)
How can I get "Delta f"?
As I said, we have f = kc + b, so ∆f = k∆c.
b is neglected because its being applied to both sides, so it doesnt effect the difference between the two
"Delta f" will equal 18, but what should I do next?
Thats the answer
Ahaa okay!
the change in fahrenheit is represented by delta f
Oh wait what? Is that everything?
Sorry if I'm bothering, but why we didn't use "-35" in the equation? cuz that wasn't clear to me
Here
But I can see that the subtraction only happening in one side
As the -35 is going to be applied to the f equations for 20C and the 30C, it doesnt impact the final difference between the two
Yes. More specifically:
f = kc + b
∆f = ∆(kc + b) = k∆c + ∆b = k∆c
Oh yes got it! U put Delta in whole equation then with u did a subtraction in "b", it'll be 35-35 so we can neglected it, right?
That's right.
Thank you sm guys, u helped me tons!
I apprectiate that @rose gulch @edgy fog <33
You're welcome!
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