Update Curriculum Section “investigation-5/problem-1/ACE1/content”

concord-consortium · Dec 24, 2024 · e3e5ebd · e3e5ebd
1 parent 1eb5a8c
commit e3e5ebd
Showing 1 changed file with 4 additions and 4 deletions.
diff --git a/curriculum/cas/investigation-5/problem-1/ACE1/content.json b/curriculum/cas/investigation-5/problem-1/ACE1/content.json
@@ -963,7 +963,7 @@
           "type": "Text",
           "format": "html",
           "text": [
-            "<p><em>Mix A: </em> Less concentrated (less grapefruity);  Using the original mix, and scaling by 3, three cans of concentrate should be mixed with 12 cans of water. So, 15 cans of water makes the mix more watered down.</p><p><em>Mix B: </em> The same concentration as the original; As stated in part (a), 12 cans of water plus 3 cans of concentrate would give 15 cans of juice.</p><p><em>Mix C:</em>  More concentrated (more grapefruity); Using the original mix and scaling by 2.5, 10 cans of water should be mixed with 2.5 cans of concentrate. Students might say the same concentration if they are mistakenly thinking of scaling as additive, that is, adding 6 cans of water and 6 cans of concentrate will give the same concentration. If students say this, you can point out that the ratio of concentrate to water in Mix C is over 1/2, but the original is less than1/2.</p><p><em>Mix D: </em> Less concentrated (less grapefruity); Using a scale factor of 1/4, 1/4 can of concentrate should be mixed with 1 can of water.</p>"
+            "<p><em>Mix A: </em> Less concentrated (less grapefruity);  Using the original mix, and scaling by 3, three cans of concentrate should be mixed with 12 cans of water. So, 15 cans of water makes the mix more watered down.</p><p><em>Mix B: </em> The same concentration as the original; As stated in part (a), 12 cans of water plus 3 cans of concentrate would give 15 cans of juice.</p><p><em>Mix C:</em>  More concentrated (more grapefruity); Using the original mix and scaling by 2.5, 10 cans of water should be mixed with 2.5 cans of concentrate. Students might say the same concentration if they are mistakenly thinking of scaling as additive, that is, adding 6 cans of water and 6 cans of concentrate will give the same concentration. If students say this, you can point out that the ratio of concentrate to water in Mix C is over 1/2, but the original is less than 1/2.</p><p><em>Mix D: </em> Less concentrated (less grapefruity); Using a scale factor of 1/4, 1/4 can of concentrate should be mixed with 1 can of water.</p>"
           ]
         }
       },
@@ -979,12 +979,12 @@
         }
       },
       {
-        "id": "Fj-Y-csHSEeDImv3",
+        "id": "UbdgF2B1GSY-k4Ug",
         "title": "Grump Family",
         "content": {
           "type": "Image",
-          "url": "cas/images/grump.png",
-          "filename": "cas/images/grump.png"
+          "url": "cas/images/screenshot-2024-12-24-at-6.48.16 pm.png",
+          "filename": "cas/images/screenshot-2024-12-24-at-6.48.16 pm.png"
         }
       },
       {