Introductie op het thema
In je werk maak je veel plannen. Bijvoorbeeld om iets leuks met de kinderen te doen of om jezelf te verbeteren. Door eerst verschillende zaken te onderzoeken maak je betere plannen. En met een goed doordacht plan kun je vaak de kwaliteit verbeteren. Daarom gaat deze PIT over informatie verzamelen, delen en verwerken.
Je werkt in de PIT en de BO vakken aan de volgende kerntaken en werkprocessen:
Begeleiden van kinderen bij hun ontwikkeling B1-K1
- Stemt de werkzaamheden af met de betrokkenen B1-K1-W4
- Evalueert de werkzaamheden B1-K1-W8
Opvoeden en ontwikkelen van het kind/de kinderen in de kinderopvang P1-K1
- Voert gesprekken met ouders/vervangende opvoeders en het kind P1-K1-W1
- Maakt een plan van aanpak van de begeleiding P1-K1-W3
Digitaal Burgerschap
Weet informatie op waarde weten te schatten door bronnen te checken
Vitaal Burgerschap
Zoekt informatie over een gezonde werkwijze
Onderneemt activiteiten om de gezondheid te bevorderen
PIT
Meten is weten
Doelen:
- Je weet welke wettelijke regels er zijn in de Kinderopvang m.b.t. gezondheid
- Je kent verschillende manieren om iets te onderzoeken
- Je kan een advies geven op basis van onderzoek
Stap 1 Gezamenlijke Leervragen
Voorbeelden van centrale leervragen:
- Hoe stel ik een goede vragenlijst op? Onder hoeveel mensen ga ik die afnemen?
- Wat is er in de literatuur te vinden over de gezondheid van kinderen in het algemeen? Voeding, beweging, ventilatie, gebruik van materialen (luiers, dekens/dekbedjes etc)
- Welke apps zijn er voor een digitale enquête – welke vind ik het beste?
- Hoe is er op verschillende BPV’s de aandacht voor een gezonde leefstijl van de kinderen?
- Zijn er wettelijke regels rondom voeding op de kinderopvang en zo ja welke?
- Zijn er wettelijke regels rondom beweging op de kinderopvang en zo ja welke?
- Aan welke hygiëne eisen moet een KO voldoen volgens de wet?
- Wat wordt er verteld bij de overdracht aan het begin en aan het eind van de dag.
- Hoe ziet een begeleidingsplan er uit?
Wat is het verschil tussen een proces en productevaluatie?
Stap 2 Persoonlijke leervragen
Voorbeelden van persoonlijke leervragen:
- Hoe kan ik mijn eigen levensstijl gezonder maken?
- Hoe vind ik het om kritisch naar mijzelf te kijken?
- Hoe kan ik het best een oudergesprek voorbereiden? Hoe zou je oudergesprek kunnen voorbereiden als je je zorgen maakt over de voeding of het gewicht van een kind? Wat zeg je precies?
- Stel een ouder heeft commentaar over de voeding op jouw kinderopvang. De ouder wil alleen biologische voeding. Hoe ga je daarmee om? Wat ga je allemaal doen en wat zeg je tegen de ouder?
Welk format voor een begeleidingsplan vind ik prettig om mee te werken?
Stap 3 Bronnen en leeractiviteiten
Ontwikkelingsbehoeften
![](data:image/png;base64,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)
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABMAAAATCAMAAABFjsb+AAAAAXNSR0ICQMB9xQAAAANQTFRFAAAAp3o92gAAAAF0Uk5TAEDm2GYAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAZdEVYdFNvZnR3YXJlAE1pY3Jvc29mdCBPZmZpY2V/7TVxAAAADUlEQVQoz2NgGAUDBQABfAABPebGrgAAAABJRU5ErkJggg==)
|
Communicatievaardigheden
![](data:image/png;base64,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)
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABMAAAATCAMAAABFjsb+AAAAAXNSR0ICQMB9xQAAAANQTFRFAAAAp3o92gAAAAF0Uk5TAEDm2GYAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAAAZdEVYdFNvZnR3YXJlAE1pY3Jvc29mdCBPZmZpY2V/7TVxAAAADUlEQVQoz2NgGAUDBQABfAABPebGrgAAAABJRU5ErkJggg==)
|
VVE 1
![](data:image/png;base64,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)
|
Pedagogen en beleid
![](data:image/png;base64,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)
|
Ondersteunende vakken eerdere periodes:
- Voeding
- Activiteitenbegeleiding
- Samenwerken met ouders
- Kwaliteitszorg
Stap 4 Producten
- Product of advies gezonde leefstijl BPV-instelling
Gebaseerd op onderzoek
Oefenopdracht Heb ik het goed gedaan? (B1-K1-W8)
- Gedragsobservatie
- Evaluatieverslag
Oefenopdracht: Hoe gaat het met uw kind? (P1-K1-W1)
Oefenopdracht: Een plan voor de begeleiding (P1-K1-W3)
- Gedragsobservatie
- Plan van aanpak
- Beantwoorden van de leervragen, zowel de centrale als de persoonlijke
Kwaliteitscriteria (toetsing):
Klik op de GO voor ‘Beoordelingslijst PIT 9’
![](/userfiles/5a4d38868ce1852f30b2af95aeb1f7368ee4f135.png)
Stap 5 Waardering
Mogelijkheden om uit te kiezen om het te vieren:
- Beoordelingsformulieren invullen en uitdelen
- Verkiezing beste gezondheidsadvies of gezondheidsproduct
- Presentatie product of filmpje van presentatie op BPV
- Rondje Mijn mooiste compliment gekregen bij de evaluatie. Of ieder schrijft zijn mooiste compliment op en gooit die in een hoed. Vervolgens trekt ieder een compliment en raadt wie dat compliment heeft gekregen..
T&R
Nederlands
2018 Nederlands SAW 3F
Engels
Engels niveau 3 - 2F
Engels niveau 4 - 3F
Rekenen
Rekenen niveau 3 - 2F
Rekenen niveau 4 - 3F
Keuzedeel