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0.1875}, {0.591796875, 0.80539772727272729}} portraitFrame {{0.39306640625, 0.1875}, {0.591796875, 0.80539772727272729}} text Form an experiment to test your hypothesis. 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borderWidth 2 customBorderWidth 2 customFontSizeLandscape 34 customFontSizePortrait 34 fontLandscape fontName SassoonCR fontSize 34 fontPortrait fontName SassoonCR fontSize 34 fontSizeTypeLandscape 3 fontSizeTypePortrait 3 hasBorder landscapeFrame {{0.009765625, 0.18536931818181818}, {0.591796875, 0.80539772727272729}} portraitFrame {{0.009765625, 0.18536931818181818}, {0.591796875, 0.80539772727272729}} text Review your conclusions and revisit your questions. What further questions do you have? How can you go deeper in your inquiry? 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492B4027-E867-417C-8DCD-178AC133185E type PageSettings attributes backgroundColor #FFFFFF borderColor #FF9B9D borderStyle 0 borderThickness 0 borderWidth 2 customBorderWidth 2 customFontSizeLandscape 32 customFontSizePortrait 32 fontLandscape fontName SassoonCR fontSize 32 fontPortrait fontName SassoonCR fontSize 32 fontSizeTypeLandscape 3 fontSizeTypePortrait 3 hasBorder landscapeFrame {{0.39306640625, 0.1875}, {0.591796875, 0.80539772727272729}} portraitFrame {{0.39306640625, 0.1875}, {0.591796875, 0.80539772727272729}} text Independent Variable(s) - Note down what things can be observed or measured: Dependent Variables - Note down what things can be affected if the Independent Variable(s) is changed: textAlignment 0 textColor #000000 transparentBackground id 5BA240E2-4BB5-4BE2-B07E-47B3FC12ADBC relationships page 3386C1F0-12C7-4400-9410-E730F3455DC1 textboxSettings B09F9A62-37E4-45E4-8EC2-918EF8649818 type TextboxObject attributes keyboardEnabled lock id 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67995403-0A6C-4242-9F17-E228A3794EC1 pictureSettings 144E9938-E9E2-4E3E-B4C9-26173FC7DB49 soundSettings 0C790AF3-F193-4E13-ADFA-46C982E971B2 textboxSettings F0CA3FA1-E6F6-4C6D-9F3B-40CF220C9EC6 titleSettings 9BA490C6-EE27-446E-849A-E9612B773D6A type PageSettings attributes lock id 0B05D32B-E970-48DF-B272-C4769072D6D9 type SoundSettings attributes color #DFFFCD order 0 title Questioning words wonder identify measure (what happens) change why how when what where id 2E331EC4-1EFE-493A-A301-97D51226BF77 type WordBank attributes lock id 26EAD074-48CA-4F1F-ADF9-E8B1E01A84DC type SoundSettings attributes canBrowseLibrary canPaintPicture canTakePhoto lock id 7EF39028-BD58-42FD-BFE0-2AC30846ECA7 type PictureSettings attributes backgroundColor #FFFFFF id 81804FDB-A77E-4695-A585-25611A4AE400 relationships page 34292229-A37B-4FB4-A4F8-F696A0D98A7A pictureSettings 5819E5FC-324C-4F10-8ECD-5910AEE29C56 soundSettings E651222B-6BC9-4F6C-B422-66F7A7BE1257 textboxSettings BFE8CA1C-8F95-4C2B-B24B-C77BE2F64D0D titleSettings A541177A-E2EB-4F27-AE6A-057BD91821E0 type PageSettings attributes layoutModeLandscape 4 layoutModePortrait 4 textPartLandscape 0.15000000596046448 textPartPortrait 0.15000000596046448 id 752616BD-28B0-40C9-82C8-8479E31C0A50 relationships page 837580C0-5639-4E97-83AE-6856810BF9BB type Layout attributes backgroundColor #FFFFFF borderColor #B0E189 borderStyle 0 borderThickness 0 borderWidth 2 customBorderWidth 2 customFontSizeLandscape 65 customFontSizePortrait 65 fontLandscape fontName SassoonCR fontSize 65 fontPortrait fontName SassoonCR fontSize 65 fontSizeTypeLandscape 3 fontSizeTypePortrait 3 hasBorder landscapeFrame {{0.023400000000000001, 0.061600000000000002}, {0.95609999999999995, 0.12379999999999999}} portraitFrame {{0.0195, 0.047800000000000002}, {0.95379999999999998, 0.126}} text Step 8: Conclusion textAlignment 1 textColor #000000 transparentBackground id 8D026164-4AD2-4927-A0CB-992663DE6710 relationships page E5C8E27E-2275-4A7D-9D3B-3FEF3EAA4D14 titleSettings 86EF125D-FC98-427F-96A9-DB594C067BA1 type TitleObject attributes backgroundColor #FFFFFF id 9BE5538D-ABBC-49F3-9379-B028D9C73CA4 relationships page 5551E545-B724-4DF8-AF61-D56DC87D0E04 pictureSettings 65F7283A-9DAC-4140-BC4E-D30514CDB805 soundSettings 3DA82B0D-D90B-492E-B9E7-92A9D1CDCE72 textboxSettings 4E314E21-24E8-4664-9C6C-949B35359933 titleSettings 6CDF08B7-94CB-4506-A1AD-F03F251A841E type PageSettings attributes backgroundColor #FFFFFF borderColor #FF9B9D borderStyle 0 borderThickness 0 borderWidth 2 customBorderWidth 2 customFontSizeLandscape 41 customFontSizePortrait 41 fontLandscape fontName SassoonCR fontSize 41 fontPortrait fontName SassoonCR fontSize 41 fontSizeTypeLandscape 3 fontSizeTypePortrait 3 hasBorder landscapeFrame {{0.009765625, 0.18536931818181818}, {0.591796875, 0.80539772727272729}} portraitFrame {{0.009765625, 0.18536931818181818}, {0.591796875, 0.80539772727272729}} text Examine the data collected from your experiment(s). Record your data and analysis here: textAlignment 0 textColor #000000 transparentBackground id F21F8B75-8174-40EE-8AFF-17C0DC1886C0 relationships page 5551E545-B724-4DF8-AF61-D56DC87D0E04 textboxSettings 4E314E21-24E8-4664-9C6C-949B35359933 type TextboxObject attributes backgroundColor #FFFFFF borderColor #969696 borderStyle 0 borderThickness 0 borderWidth 2 contentOffsetLandscape {9.2233720368547758e+18, 9.2233720368547758e+18} contentOffsetPortrait {9.2233720368547758e+18, 9.2233720368547758e+18} customBorderWidth 0.0 landscapeFrame {{0.009765625, 0.44176136363636365}, {0.3876953125, 0.55113636363636365}} pictureRectLandscape {{0.044400000000000002, 0.2225}, {0.4345, 0.39829999999999999}} pictureRectPortrait {{0.042499999999999996, 0.22019999999999998}, {0.58389999999999997, 0.33560000000000001}} portraitFrame {{0.009765625, 0.44176136363636365}, {0.3876953125, 0.55113636363636365}} transparentBackground zoomScaleLandscape 0.0 zoomScalePortrait 0.0 id 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{{0.39306640625, 0.1875}, {0.591796875, 0.80539772727272729}} text Form a hypothesis using the variables determined from the previous page: IF the (identify the Independent Variable) IS (identify what you plan to change about the Independent Variable) THEN the (identify the Dependent Variable) will (identify what you think will happen to the Dependent Variable). textAlignment 0 textColor #000000 transparentBackground id 9D72CF35-F1B3-4865-902B-220D6D7CD548 relationships page 837580C0-5639-4E97-83AE-6856810BF9BB textboxSettings 2D85E13A-543E-412A-8387-DA3F80D28A9B type TextboxObject attributes color #FFF5EB order 0 title Observation words notice changes characteristics differences feel hear properties see senses similarities smell taste touch id FD4D3588-9D42-4DF0-88AB-9DD4CDC44834 type WordBank attributes backgroundColor #FFFFFF borderColor #969696 borderStyle 0 borderThickness 0 borderWidth 2 contentOffsetLandscape {0, 2} contentOffsetPortrait {0, 0} customBorderWidth 0.0 hasBorder 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md5 e2ddce6cc23388c70a2c36550772cbf2 uuid 08402F14-BA54-40BE-9A0D-EF862405B602 id E5F16EA4-66BD-4D8E-BB75-76DB3796E297 type GraphicsResource attributes backgroundColor #FFFFFF borderColor #FF9B9D borderStyle 0 borderThickness 0 borderWidth 2 customBorderWidth 2 customFontSizeLandscape 45 customFontSizePortrait 45 fontLandscape fontName SassoonCR fontSize 45 fontPortrait fontName SassoonCR fontSize 45 fontSizeTypeLandscape 3 fontSizeTypePortrait 3 hasBorder landscapeFrame {{0.0107421875, 0.1875}, {0.591796875, 0.80539772727272729}} portraitFrame {{0.0107421875, 0.1875}, {0.591796875, 0.80539772727272729}} text What is happening? Write down what you notice here: textAlignment 0 textColor #000000 transparentBackground id F8AF4E54-0372-4515-BD00-4C91AF87F5C7 relationships page 9CB10170-992B-431B-B01E-DEE75FEF4373 textboxSettings F975725C-21B9-489B-88E4-2082E3613CDB type TextboxObject attributes keyboardEnabled lock id 0DE3E373-6594-4FB9-8EEE-877019CCEA92 relationships wordBanks type TitleSettings attributes keyboardEnabled lock id 2D85E13A-543E-412A-8387-DA3F80D28A9B relationships wordBanks 4666EB17-0F66-4314-8208-F12C5CA875CC type TextboxSettings attributes backgroundColor #FFFFFF borderColor #B0E189 borderStyle 0 borderThickness 0 borderWidth 2 customBorderWidth 2 customFontSizeLandscape 65 customFontSizePortrait 65 fontLandscape fontName SassoonCR fontSize 65 fontPortrait fontName SassoonCR fontSize 65 fontSizeTypeLandscape 3 fontSizeTypePortrait 3 hasBorder landscapeFrame {{0.023400000000000001, 0.061600000000000002}, {0.95609999999999995, 0.12379999999999999}} portraitFrame {{0.0195, 0.047800000000000002}, {0.95379999999999998, 0.126}} text Step 5: Hypothesis textAlignment 1 textColor #000000 transparentBackground id 3107B9B8-CD82-48FC-84D8-FF63FD25808D relationships page 837580C0-5639-4E97-83AE-6856810BF9BB titleSettings 011A4B26-895C-4DAB-AC31-9FE1BC131411 type TitleObject attributes backgroundColor #FFFFFF borderColor #B0E189 borderStyle 0 borderThickness 0 borderWidth 2 customBorderWidth 2 customFontSizeLandscape 65 customFontSizePortrait 65 fontLandscape fontName SassoonCR fontSize 65 fontPortrait fontName SassoonCR fontSize 65 fontSizeTypeLandscape 3 fontSizeTypePortrait 3 hasBorder landscapeFrame {{0.023400000000000001, 0.061600000000000002}, {0.95609999999999995, 0.12379999999999999}} portraitFrame {{0.0195, 0.047800000000000002}, {0.95379999999999998, 0.126}} text Step 6: Testing: Experiment 3 textAlignment 1 textColor #000000 transparentBackground id 4EC6B4DD-FF65-47FE-96F6-58427D23099D relationships page 71C0C205-97E0-4AA7-B74F-1C973E22D436 titleSettings 1F28A265-E178-40A3-9368-6C3705EC2A3E type TitleObject attributes lock id AE25D493-69ED-4CD5-9A97-E20591D06397 type SoundSettings attributes backgroundColor #FFFFFF id ADA5FB74-EAAF-4BD1-BA29-2D8630DEAC0D relationships page 3386C1F0-12C7-4400-9410-E730F3455DC1 pictureSettings FE001CF0-9CB7-45D0-A36E-7423C77AEA21 soundSettings 3FFC5906-C86F-4907-8A63-6AC8CC247402 textboxSettings B09F9A62-37E4-45E4-8EC2-918EF8649818 titleSettings E8436004-DC87-49B5-B8DC-67CF7C40492A type PageSettings attributes lock id E3422876-C05C-4A40-80A8-7D955A02DE1E type SoundSettings attributes canBrowseLibrary canPaintPicture canTakePhoto lock id 144E9938-E9E2-4E3E-B4C9-26173FC7DB49 type PictureSettings attributes backgroundColor #FFFFFF borderColor #969696 borderStyle 0 borderThickness 0 borderWidth 2 contentOffsetLandscape {0, 0} contentOffsetPortrait {0, 0} customBorderWidth 0.0 hasBorder landscapeFrame {{0.603515625, 0.18465909090909091}, {0.3798828125, 0.33806818181818182}} pictureRectLandscape {{10, 10}, {358, 278}} pictureRectPortrait {{0.022499999999999999, 0.20019999999999999}, {0.58389999999999997, 0.33560000000000001}} portraitFrame {{0.603515625, 0.18465909090909091}, {0.3798828125, 0.33806818181818182}} transparentBackground zoomScaleLandscape 0.74932616949081421 zoomScalePortrait 0.0 id 6181D0A1-D619-46B2-8D1C-980134DB4884 relationships page 5551E545-B724-4DF8-AF61-D56DC87D0E04 picture 4DB91D46-1779-4E43-A626-BA932FE4A4E0 pictureSettings 65F7283A-9DAC-4140-BC4E-D30514CDB805 type PictureObject attributes backgroundColor #FFFFFF borderColor #FF9B9D borderStyle 0 borderThickness 0 borderWidth 2 customBorderWidth 2 customFontSizeLandscape 38 customFontSizePortrait 38 fontLandscape fontName SassoonCR fontSize 38 fontPortrait fontName SassoonCR fontSize 38 fontSizeTypeLandscape 3 fontSizeTypePortrait 3 hasBorder landscapeFrame {{0.009765625, 0.18536931818181818}, {0.591796875, 0.80539772727272729}} portraitFrame {{0.009765625, 0.18536931818181818}, {0.591796875, 0.80539772727272729}} text Compare the hypothesis to the data analysis and draw a conclusion. Record your conclusion here: textAlignment 0 textColor #000000 transparentBackground id BB15776A-3640-4917-80C2-CA08EDD1F9E2 relationships page E5C8E27E-2275-4A7D-9D3B-3FEF3EAA4D14 textboxSettings 78F12EB0-4F76-4932-AF46-DC597305D3D7 type TextboxObject attributes keyboardEnabled lock id 78F12EB0-4F76-4932-AF46-DC597305D3D7 relationships wordBanks ECB02C83-D848-4C35-8325-495392316364 type TextboxSettings attributes keyboardEnabled lock id BFE8CA1C-8F95-4C2B-B24B-C77BE2F64D0D relationships wordBanks 32D2466D-0A6E-4C1F-990D-72E7AC330CE0 type TextboxSettings attributes canBrowseLibrary canPaintPicture canTakePhoto lock id 44DCCE27-BC80-460B-962E-E493BE3F2F46 type PictureSettings attributes backgroundColor #FFFFFF borderColor #969696 borderStyle 0 borderThickness 0 borderWidth 2 contentOffsetLandscape {0, 0} contentOffsetPortrait {0, 0} customBorderWidth 0.0 hasBorder landscapeFrame {{0.0107421875, 0.18323863636363638}, {0.388671875, 0.27414772727272729}} pictureRectLandscape {{10, 10}, {378, 173}} pictureRectPortrait {{0.022499999999999999, 0.20019999999999999}, {0.58389999999999997, 0.33560000000000001}} portraitFrame {{0.0107421875, 0.18323863636363638}, {0.388671875, 0.27414772727272729}} transparentBackground zoomScaleLandscape 0.30404219031333923 zoomScalePortrait 0.0 id CCFF0E29-FC61-4F5E-BCA3-3657EAB0AF0C relationships page 1036FF1F-DF96-4FB3-8A4C-262C92B3C1A1 picture 2C14458B-06A8-4767-AD76-9FD93B63FBC6 pictureSettings E0950CA8-8FE2-4A30-A775-993673E98C06 type PictureObject attributes layoutModeLandscape 4 layoutModePortrait 4 textPartLandscape 0.15000000596046448 textPartPortrait 0.15000000596046448 id D0994E07-30CA-420D-9AF9-8D6205787B44 relationships page 1036FF1F-DF96-4FB3-8A4C-262C92B3C1A1 type Layout attributes canBrowseLibrary canPaintPicture canTakePhoto lock id 5819E5FC-324C-4F10-8ECD-5910AEE29C56 type PictureSettings attributes color #FF8200 order 0 title Hypothesis words independent dependent variable change affect result measure investigation relationship test evidence id 4666EB17-0F66-4314-8208-F12C5CA875CC type WordBank attributes lock id E651222B-6BC9-4F6C-B422-66F7A7BE1257 type SoundSettings attributes color #EBF5FF order 0 title Variables words change affect observable measurable if then how variable id 189A3FFC-33DB-4DD3-ADC1-2FE072089F68 type WordBank attributes backgroundColor #FFFFFF borderColor #B0E189 borderStyle 0 borderThickness 0 borderWidth 2 customBorderWidth 2 customFontSizeLandscape 65 customFontSizePortrait 65 fontLandscape fontName SassoonCR fontSize 65 fontPortrait fontName SassoonCR fontSize 65 fontSizeTypeLandscape 3 fontSizeTypePortrait 3 hasBorder landscapeFrame {{0.023400000000000001, 0.061600000000000002}, {0.95609999999999995, 0.12379999999999999}} portraitFrame {{0.0195, 0.047800000000000002}, {0.95379999999999998, 0.126}} text Step 3: Determining Variables textAlignment 1 textColor #000000 transparentBackground id 9F776F6E-004A-47B0-9388-C4C61CDC9376 relationships page 3386C1F0-12C7-4400-9410-E730F3455DC1 titleSettings E8436004-DC87-49B5-B8DC-67CF7C40492A type TitleObject attributes backgroundColor #FFFFFF borderColor #FF9B9D borderStyle 0 borderThickness 0 borderWidth 2 customBorderWidth 2 customFontSizeLandscape 39 customFontSizePortrait 39 fontLandscape fontName SassoonCR fontSize 39 fontPortrait fontName SassoonCR fontSize 39 fontSizeTypeLandscape 3 fontSizeTypePortrait 3 hasBorder landscapeFrame {{0.39306640625, 0.1875}, {0.591796875, 0.80539772727272729}} portraitFrame {{0.39306640625, 0.1875}, {0.591796875, 0.80539772727272729}} text In order to conduct a Fair Test, certain conditions must be held constant. Identify conditions and variables will be controlled so for a fair test: textAlignment 0 textColor #000000 transparentBackground id F351A313-2AB5-4294-AE99-FB8FB7822D9C relationships page 1036FF1F-DF96-4FB3-8A4C-262C92B3C1A1 textboxSettings C0F3A54C-55DD-40FD-B69A-81D259BA2831 type TextboxObject attributes backgroundColor #FFFFFF borderColor #B0E189 borderStyle 0 borderThickness 0 borderWidth 2 customBorderWidth 2 customFontSizeLandscape 65 customFontSizePortrait 65 fontLandscape fontName SassoonCR fontSize 65 fontPortrait fontName SassoonCR fontSize 65 fontSizeTypeLandscape 3 fontSizeTypePortrait 3 hasBorder landscapeFrame {{0.023400000000000001, 0.061600000000000002}, {0.95609999999999995, 0.12379999999999999}} portraitFrame {{0.0195, 0.047800000000000002}, {0.95379999999999998, 0.126}} text Step 9: Further Questions textAlignment 1 textColor #000000 transparentBackground id 93FDC1AF-50B7-46F9-9FEE-AE51433943BD relationships page 4DCBD256-B386-453A-A963-85C4ECF80E38 titleSettings 33B0AD7A-664A-43A0-A495-4C864A585E0E type TitleObject attributes canBrowseLibrary canPaintPicture canTakePhoto lock id 30CA8E5A-2B22-459C-AAD9-8D228C4C828B type PictureSettings attributes keyboardEnabled lock id B09F9A62-37E4-45E4-8EC2-918EF8649818 relationships wordBanks 189A3FFC-33DB-4DD3-ADC1-2FE072089F68 type TextboxSettings attributes backgroundColor #FFFFFF borderColor #969696 borderStyle 0 borderThickness 0 borderWidth 2 contentOffsetLandscape {9.2233720368547758e+18, 9.2233720368547758e+18} contentOffsetPortrait {9.2233720368547758e+18, 9.2233720368547758e+18} customBorderWidth 0.0 landscapeFrame {{0.009765625, 0.49147727272727276}, {0.388671875, 0.50142045454545459}} pictureRectLandscape {{0.044400000000000002, 0.2225}, {0.4345, 0.39829999999999999}} pictureRectPortrait {{0.042499999999999996, 0.22019999999999998}, {0.58389999999999997, 0.33560000000000001}} portraitFrame {{0.009765625, 0.49147727272727276}, {0.388671875, 0.50142045454545459}} transparentBackground zoomScaleLandscape 0.0 zoomScalePortrait 0.0 id A890E424-87D4-494B-8EC0-383CEE41CA2A relationships page D6552B0B-6DA2-435D-8233-7231BBDC354F pictureSettings 3F5B8273-FCA8-46A8-9E99-A2D0B8B352A0 type PictureObject attributes backgroundColor #FFFFFF borderColor #FF9B9D borderStyle 0 borderThickness 0 borderWidth 2 customBorderWidth 2 customFontSizeLandscape 43 customFontSizePortrait 43 fontLandscape fontName SassoonCR fontSize 43 fontPortrait fontName SassoonCR fontSize 43 fontSizeTypeLandscape 3 fontSizeTypePortrait 3 landscapeFrame {{0.0185546875, 0.85369318181818188}, {0.966796875, 0.13920454545454547}} portraitFrame {{0.0185546875, 0.85369318181818188}, {0.966796875, 0.13920454545454547}} text Name: Title: textAlignment 0 textColor #000000 transparentBackground 1 id 19303320-1FD4-4461-879C-539145296B46 relationships page 67995403-0A6C-4242-9F17-E228A3794EC1 textboxSettings F0CA3FA1-E6F6-4C6D-9F3B-40CF220C9EC6 type TextboxObject metadata AuthorAppName Clicker Books AuthorAppPlatform 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