Samia wil het Volume van onderstaand samengesteld lichaam berekenen door het aan te vullen tot een balk. [br][img width=281,height=232.08445576993148]https://lh7-us.googleusercontent.com/Rzre2BR9fdUVVB6uS_BHm_0KCsITFKtZm9W_5dBlb_Ir5g7npQp7jiLDZoFKIXe1aZ5QgXEWuZxjLmsvMW1zxXyx35LHSa2M2vrNuKbJJ3x7VeqmrXqbe6VTGlJBOjb1Odh9x5g3ufoPjgdcDQaFFw[/img][br]alle afmetingen in cm[br][br]Samia is al begonnen met het opschrijven van de berekening. [br]Bekijk haar oplossing en vul ze verder aan. [br][br][img width=236,height=44]https://lh7-us.googleusercontent.com/xIjAXA1DhSleCCQ2p0vwMlMDlcyTsNebdlqYl6_Yv9X-qUR6oBlddpjHgKQB2g3WdPdQWC8rC8pAxaZz3vJ6qfZMegdfRv0MfCb5KR0HS2GrELspMexFeGM3E0ENJeTt53_iLqFClBqifRVd1fB0iA[/img]
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[/img][br]V = 10 · 4 · 7 - [b]6 · 4 · 5 [/b][br]V = 280 - [b]120[/b] [br]V = 260 cm[math]^3[/math]