Connie runs at a constant speed. The table shows the distance she travels at different times during her run. What is the slope of the line that represents Connie's speed? https://agora-sapphire.k12system.com/CommunityWebPortal/Backpack/CKEditorImageShow.cfm?CK_MODULE_CODE=GBK&CK_PROGRAM_ID=TEST_BUILDER&CK_TEST_RID=1313&CK_QUESTION_RID=12897&CK_IMAGE_ID=1296

Question

Connie runs at a constant speed. The table shows the distance she travels at different times during her run. What is the slope of the line that represents Connie's speed?  https://agora-sapphire.k12system.com/CommunityWebPortal/Backpack/CKEditorImageShow.cfm?CK_MODULE_CODE=GBK&CK_PROGRAM_ID=TEST_BUILDER&CK_TEST_RID=1313&CK_QUESTION_RID=12897&CK_IMAGE_ID=1296

anonymous · Answer

uhh your link fails to work :(

anonymous · Answer

just  hold onto the picture of the graph from your school then drag it into this tab or window and put it in the reply box and it should work :)

calculusfunctions · Answer

Unable to view the table due to the fact that it requires an account log in. However to calculate the slope use the formula$$m =\frac{ y _{2}-y _{1} }{ x _{2}-x _{1} }$$

anonymous · Answer

Minutes:10 20 30 40
Distance(miles):0.75 1.5 2.25 3

anonymous · Answer

ok give me a sec

anonymous · Answer

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