Checking Indirect Proportions in Real-Life Supply & Time Problems
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This GeoGebra lesson uses a sequence of realistic word problems (e.g., how long food lasts for different numbers of cats or cows, time to pick the same amount of berries with help, and walking time changes when joining with another person) to demonstrate how to decide whether a relationship is indirectly proportional. It targets the key concept of indirect proportionality versus non-indirect propo
GeoGebra Commands & Parameters
SelectedIndex(DropDown4) → Index4SelectedIndex(DropDown3) → Index3SelectedIndex(DropDown2) → Index2SelectedIndex(OpZeichen1) → IndexOp1SelectedIndex(OpZeichen2) → IndexOp2SelectedIndex(OpZeichen3) → IndexOp3SelectedIndex(DropDown1) → Index1SpeechBubbleRight(G, 9, 1) → Speech1Midpoint(TableE1, TableE4) → LMidpoint(TableE2, TableE3) → MSequence(TableE1 + (Vector[TableE1, TableE2] * i / 6), i, 0, 6) → TablePointsLSequence(TableE4 + (Vector[TableE1, TableE2] * i / 6), i, 0, 6) → TablePointsRTextfield(input1) → InputBox1SpeechBubbleLeft(H, 9, 1) → Speech2Midpoint(TablePointsL(2), TablePointsL(3)) → TL1Midpoint(TablePointsL(3), TablePointsL(4)) → TL2SpeechBubbleRight(D, 10.3, 1.5) → Speech3Textfield(input2) → InputBox2Textfield(input3) → InputBox3Textfield(input4) → InputBox4Textfield(input5) → InputBox5Textfield(input6) → InputBox6Midpoint(TablePointsR(2), TablePointsR(3)) → TR1Midpoint(TablePointsR(3), TablePointsR(4)) → TR2Midpoint(TablePointsL(4), TablePointsL(5)) → TL3Midpoint(TablePointsR(4), TablePointsR(5)) → TR3Midpoint(TablePointsL(5), TablePointsL(6)) → TL4Midpoint(TablePointsL(6), TablePointsL(7)) → TL5Midpoint(TablePointsR(5), TablePointsR(6)) → TR4Midpoint(TablePointsR(6), TablePointsR(7)) → TR5SpeechBubbleRight(A, 9, 2) → Vieleck1Semicircle(TL2, TL1) → aSemicircle(TR1, TR2) → bSemicircle(TL3, TL2) → cSemicircle(TL4, TL3) → eSemicircle(TL5, TL4) → fSemicircle(TR2, TR3) → dSemicircle(TR3, TR4) → gSemicircle(TR4, TR5) → h