From 0f937e6684e88cf619a196a35f557f8a6e0160d8 Mon Sep 17 00:00:00 2001 From: Chrissy Date: Thu, 10 Sep 2026 20:03:39 +0000 Subject: [PATCH] fix typos relating to Dolbear domain --- source/sec-changing-composite.xml | 2 +- source/sec-changing-functions-models.xml | 2 +- 2 files changed, 2 insertions(+), 2 deletions(-) diff --git a/source/sec-changing-composite.xml b/source/sec-changing-composite.xml index 8268f987..b2a4e169 100755 --- a/source/sec-changing-composite.xml +++ b/source/sec-changing-composite.xml @@ -115,7 +115,7 @@ Composing functions in context

- Recall Dolbear's function, T = D(N) = 40 + 0.25N, that relates the number of chirps per minute from a snowy cricket to the Fahrenheit temperature, T. We earlier established that D has a domain of [40,160] and a corresponding range of [50,85]. In what follows, we replace T with F to emphasize that temperature is measured in Fahrenheit degrees. + Recall Dolbear's function, T = D(N) = 40 + 0.25N, that relates the number of chirps per minute from a snowy cricket to the Fahrenheit temperature, T. We earlier established that D has a domain of [40,180] and a corresponding range of [50,85]. In what follows, we replace T with F to emphasize that temperature is measured in Fahrenheit degrees.

diff --git a/source/sec-changing-functions-models.xml b/source/sec-changing-functions-models.xml index 553d0725..057bdb64 100755 --- a/source/sec-changing-functions-models.xml +++ b/source/sec-changing-functions-models.xml @@ -160,7 +160,7 @@

- For the Dolbear function D(N) = 40 + 0.25N in the context of modeling temperature as a function of the number of cricket chirps per minute, the domain of the function is A = [40,180]The notation [40,180] means the collection of all real numbers x that satisfy 40 \le x \le 80 and is sometimes called interval notation. and the codomain is all Fahrenheit temperatures. The codomain of a function is the collection of possible outputs, which we distinguish from the collection of actual ouputs. + For the Dolbear function D(N) = 40 + 0.25N in the context of modeling temperature as a function of the number of cricket chirps per minute, the domain of the function is A = [40,180]The notation [40,180] means the collection of all real numbers x that satisfy 40 \le x \le 180 and is sometimes called interval notation. and the codomain is all Fahrenheit temperatures. The codomain of a function is the collection of possible outputs, which we distinguish from the collection of actual ouputs.