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 1 True De amplitude Kennis B1 InformatieOverdracht Niet Gespecificeerd 0 1 e1xydGYxXGFuc2lcYW5zaWNwZzEyNTJcZGVmZjB7XGZvbnR0Ymx7XGYwXGZuaWxcZmNoYXJzZXQwIEFyaWFsO319DQpcdmlld2tpbmQ0XHVjMVxwYXJkXGxhbmcxMDQzXGZzMjQgRGUgYW1wbGl0dWRlXHBhcg0KfQ0K Hoeveel golflengtes zijn zichtbaar tussen de punten B en Q? e1xydGYxXGZiaWRpc1xhbnNpXGFuc2ljcGcxMjUyXGRlZmYwe1xmb250dGJse1xmMFxmbmlsXGZjaGFyc2V0MCBBcmlhbDt9fQ0KXHZpZXdraW5kNFx1YzFccGFyZFxsdHJwYXJcbGFuZzEwNDNcZnMyNCBIb2V2ZWVsIGdvbGZsZW5ndGVzIHppam4gemljaHRiYWFyIHR1c3NlbiBkZSBwdW50ZW4gQiBlbiBRP1xwYXINClxwYXINCn0NCg== 1 True 7 Kennis B1 InformatieOverdracht Niet Gespecificeerd 0 1 e1xydGYxXGFuc2lcZGVmZjB7XGZvbnR0Ymx7XGYwXGZuaWxcZmNoYXJzZXQwIEFyaWFsO317XGYxXGZuaWwgQXJpYWw7fX0NClx2aWV3a2luZDRcdWMxXHBhcmRcbGFuZzEwNDNcZnMyNCA3XGYxICBccGFyDQp9DQo= Bereken de snelheid van de golf als punt Q 1,24 meter vanaf punt B is e1xydGYxXGZiaWRpc1xhbnNpXGRlZmYwe1xmb250dGJse1xmMFxmbmlsIEFyaWFsO319DQpcdmlld2tpbmQ0XHVjMVxwYXJkXGx0cnBhclxsYW5nMTA0M1xmMFxmczI0IEJlcmVrZW4gZGUgc25lbGhlaWQgdmFuIGRlIGdvbGYgYWxzIHB1bnQgUSAxLDI0IG1ldGVyIHZhbmFmIHB1bnQgQiBpc1xwYXINClxwYXINCn0NCg== 1 True Er zijn 7 golflengtes in s=1.24 m Inzicht B1 InformatieOverdracht Niet Gespecificeerd 0 2 e1xydGYxXGZiaWRpc1xhbnNpXGFuc2ljcGcxMjUyXGRlZmYwe1xmb250dGJse1xmMFxmbmlsXGZjaGFyc2V0MCBBcmlhbDt9e1xmMVxmbmlsIEFyaWFsO319DQpcdmlld2tpbmQ0XHVjMVxwYXJkXGx0cnBhclxsYW5nMTA0M1xmczI0IEVyIHppam4gNyBnb2xmbGVuZ3RlcyBpbiBzPTEuMjQgbVxmMVxwYXINCn0NCg== 1 True Delen door 7: λ=1,24 / 7 = 0.177 m Inzicht B1 InformatieOverdracht Niet Gespecificeerd 0 2 e1xydGYxXGZiaWRpc1xhbnNpXGFuc2ljcGcxMjUyXGRlZmYwe1xmb250dGJse1xmMFxmbmlsXGZjaGFyc2V0MCBBcmlhbDt9e1xmMVxmbmlsXGZjaGFyc2V0MTYxe1wqXGZuYW1lIEFyaWFsO31BcmlhbCBHcmVlazt9fQ0KXHZpZXdraW5kNFx1YzFccGFyZFxsdHJwYXJcbGFuZzEwNDNcZnMyNCBEZWxlbiBkb29yIDc6IFxmMVwnZWJcZjAgPTEsMjQgLyA3ID0gMC4xNzcgbVxwYXINClxwYXINClxwYXINCn0NCg== 1 True v=λ f Kennis B1 InformatieOverdracht Niet Gespecificeerd 0 2 e1xydGYxXGFuc2lcYW5zaWNwZzEyNTJcZGVmZjB7XGZvbnR0Ymx7XGYwXGZuaWxcZmNoYXJzZXQwIEFyaWFsO317XGYxXGZuaWxcZmNoYXJzZXQxNjF7XCpcZm5hbWUgQXJpYWw7fUFyaWFsIEdyZWVrO317XGYyXGZuaWwgQXJpYWw7fX0NClx2aWV3a2luZDRcdWMxXHBhcmRcbGFuZzEwNDNcZnMyNCB2PVxmMVwnZWJcZjAgIGYgXGYyXHBhcg0KfQ0K 1 True v= 0.177 x 2.3 = 0.4 m/s Complet. B1 InformatieOverdracht Niet Gespecificeerd 0 2 e1xydGYxXGFuc2lcYW5zaWNwZzEyNTJcZGVmZjB7XGZvbnR0Ymx7XGYwXGZuaWxcZmNoYXJzZXQwIEFyaWFsO317XGYxXGZuaWwgQXJpYWw7fX0NClx2aWV3a2luZDRcdWMxXHBhcmRcbGFuZzEwNDNcZnMyNCB2PSAwLjE3NyB4IDIuMyA9IDAuNCBtL3NcZjFccGFyDQp9DQo= Gaat punt P op het moment dat de opname wordt stilgezet omhoog of omlaag? e1xydGYxXGZiaWRpc1xhbnNpXGRlZmYwe1xmb250dGJse1xmMFxmbmlsXGZjaGFyc2V0MCBBcmlhbDt9fQ0KXHZpZXdraW5kNFx1YzFccGFyZFxsdHJwYXJcbGFuZzEwNDNcZnMyNCBHYWF0IHB1bnQgUCBvcCBoZXQgbW9tZW50IGRhdCBkZSBvcG5hbWUgd29yZHQgc3RpbGdlemV0IG9taG9vZyBvZiBvbWxhYWc/XHBhcg0KXHBhcg0KfQ0K H4sIAAAAAAAEABWMMQ6DMAxFdyTu4BNUoWXrVKnH8GKSGCwsUzkpDIi7Nx2+3lveP9ErD8iTJClIVgRTZg4n8ma1TtokIJsoclzIS64BXi6kz+vqO9wlH6tYGvEbB/yQJ9Tqjahk8xDGB3K5j/DOMG+6Z4OZyGBvU7G1gBE5eI5LLbd/33ft9gfFSF4WlgAAAA== 1 True Omlaag. Er komt een dal. Inzicht B1 InformatieOverdracht Niet Gespecificeerd 0 1 e1xydGYxXGFuc2lcYW5zaWNwZzEyNTJcZGVmZjB7XGZvbnR0Ymx7XGYwXGZuaWxcZmNoYXJzZXQwIEFyaWFsO319DQpcdmlld2tpbmQ0XHVjMVxwYXJkXGxhbmcxMDQzXGZzMjQgT21sYWFnLiBFciBrb210IGVlbiBkYWwuXHBhcg0KfQ0K