jueves, 26 de marzo de 2015
activitats t-4
1-• Quines eines coneixes relacionades amb
la producció de fils, teixits i vestits?
Sabries explicar per a què serveixen?
fil , agulla ,dedal fibres, maquina de coser
![Resultado de imagen de maquina de cosir](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBxQSEhUUEhQWFRQVFBgVFxgYFxUUFBUUFxUYFxUYGhcYHCggGBolGxUWITEhJSkrLi4uFx8zODMsNygtLisBCgoKDg0OGhAQGy0kHyQsLCwsLCw0LCwsLCwsLCwsLCwsLCwsLCwsLCwsLCwsLCwsLCwsLCwsLCwsLCwsLCwsLP/AABEIAMIBAwMBIgACEQEDEQH/xAAcAAABBAMBAAAAAAAAAAAAAAAAAQQFBgIDBwj/xABKEAACAQIEAgYFCQUHAwMFAQABAhEAAwQSITEFQQYTIlFhgQcycZGhFCNCUmKxwdHwFVOCkpMzQ3KywtLhouLjJGPxJTRUc6MI/8QAGQEBAQEBAQEAAAAAAAAAAAAAAAECAwQF/8QAKBEBAQACAQMDBAIDAQAAAAAAAAECEQMSITETQVEEUnGxYaEUI9Ei/9oADAMBAAIRAxEAPwDtVEUtFQFFFFUFFFLQIKWiigrfSviLLFpDEjM5G+UyAo9sGfLvqCt22jQADx/IbUjYvrrr3WkyxIgTCzCaDwitPFMYlu2xuNkIYavGUrmGwMyCBsO4nlXz8v8AZla9c/8AE0dMY9Yad41Hn3VPdHseQ3VMZBEp4EalfZGvlVbwd+VDTbynKFKsCHBWSwA7MEGRHKZ8HnDFIxNoDbPIHcuWT7vxphLhnNGV6sbteKWilr6DyEFFFFAUUtJQFFLRQJRS0UBSUtFAlKKKKAoFFFAUUUlAUq0lKu9BnRRRQaaIopaBKWkpaAoopvindYKrnX6Sgw/gVnQ+wx7eVA4opoMaT6tq6fAqF+LEU3Z773MoC2gqhj2s5OYkDQCPotpPOi6UjDBrV24kepmVjyWD2SSdADpv31EYPiNt2JuwYeHJJU9WyhhkPP6Y5fQHtvfSLou19cyXWa4DMPGRvICFPIGNtD31zjiuBuh7iOhXqoNwwG9dZHhsp7/ZXz8+Po/D145TPv7pbhGIVs0QoEMrgDMCw1ABXQeE7g8jNWjoqDcxBfcIhk+LQF+5qqfAeB37qKLStlOpduygPMyfW7oE103gvClw1vIupOrNzZvwHcK6cWGWVlviMclmMsnk/paKK9jzEpaKKAooooCiiigKKKKAooooCiiigKKKKAooooClWkpRQZUUUUGqkpaKBaIoomgSKWKKKApun9q3jbSPJnn/ADD304rRcHzqf4H90pQb6456Rr1pcdcLOROQFRmMlbQ5D2qK7GwrzL03F1MZedZIS4UdzoHdTkJUch2DznsmufJh1TTfHl03bp9r0mYLAYSwlzrXuBcpRE1WDLSzEKQJ5E10tWkA94n315KtlrjIjAOM7MZnRWILL4LpyrqnAukD3VeMWyG0md1e8yMEUSWhjsBVl1NFm7t2Kql056dWeHJB7d4iVtjx2LRttt91c2xfpTuL2bD3bjHQTESdBpqSfCmVvoFxDE3DfxaXM1w5iSMz6xsinTu1iI2rW00y4d0n4rxbErbt4h7IZiAlr5sIumZ2ZROVQdydTA513+0sACSYAEncxzPjXM+j/Db+BQrh7Lrm9ZjaDXHjaWy7DkBoKccQ6UYyxla7KoWyklbdokwSAC4idD5A1Nljo1Fc7wnpAi5bDPbuoynrMsZ0OYAdoQNj3awdavON4natW+tuOFSAQe+doG5J7hVmUqWWHdFUTHekyypIt2y0c3ZUB8hJ+6mtr0mzHzKHvy3D95WKnVF6a6LRVb4X00w94gMTbY6DNBSe7ONPfFWQGrLtmzQoooqhRRFJS0BRRQaApKKKApVooFBlRRRQaqKKUCgQCliiigKKKKBabTN3/Db/AM7f+P404pup+ebxtp8GefvFBsxCFlYDQlSBvEkeBB9xry/0vt3rd/EWXMhLlwAD1RNwv2RG2ZmI/wARr1KK8yekm1PE8WRl0u85J9UH8aixCcNwl2+Qlmy7svZYqjMEZuyM7DRB2Tq0fS7qdWODTYBa9Nw3AioQvVMOsCGL08t9ogd0GrV6PeN2cAX+VD5riRZLjzCW1tKSxIAntdeR4VE+kkcND2E4WVK9U/WZS7AtIyEs5ktAfyinnwv5dM6FejWxgGGLxN5bpRcySuS1akDtksSWYCYOkTtMRPYn0j4BGy9YzaxmVDl95ifKuD4vpjj8auHwrvKoEQBFAa4zQELEmC+oAOgEz410ThfoSVkDYq8UuHUraCuQeea5cBznXkqir3ReuE9N7GKxS4exLhrT3GfVQhUqAhUjchiZnlz5TfGeE2cXaaziED22iRJBBBkEMIKkHmDXC+kPCr3BcZa6m4pVllCoZMwBM51lsrjfMNDroBpUy3pexAWDZQuBuFZgeUyr5T7dqm10w9JPRHBcPsI9nP1zXBGa4zdiQG7O3Pc66VSsPxrF32t4cNdxBVSlq0Bmb1iYneANzMwNwBU3guF43jeKBuNCgy9z17dkDYGCFZ/sKdOcSanOh/QzHYLilsdUWsqxzXwQts24YzEky3YGXcajUa00bRuG9FvE7wluqsTuGudoeEW1YHzNaMX6KuI2QTKXANQbbM7aa6ghW/lDHwr0FRV7Jt5Xs8Uv2XyOTI0KtPI9oZiMynQiDMc1rq/o06bq5GHuGAdEB+ieQB+qe7ly0qP9PfAEFu3jLYC3c2S5GmcZZVj9oRl9jeArleHzWlW4jEAQQdmAJ7+cb+RrNk8tb29a1V8X04w6X7lgSzWozwR2SZ+EgimfRrp1YuYG3cu3rfygWfnEzQTeUEEQdszLp7a450etlEv3cQ//AKu5dAILSxtxmLdkxBYx5UyvZJNvRHBuLJiUL2+RykHcHf7iKf1wzo/0yfByRBVrlsOCJ7JJE+EZvhXaOFY5b9tbi7HcdxG4pjdlmjuiiitMiiiigKVaSlWgyooooNQpZpKKBaKJomgKKKKApriey6Py1tt4ZiMp/mAH8VOq14q2GRlPNSPZpvQjZXmr0lrHFMaP/dB99m2fxr0jhrmZFb6yg+8A1519IyhuL4oCCGvWh77FkH8qlWIl7h6lT2IW3kymH/tFtS0gn90J9vKonHWl6xcpT1R6gKj6Ugg8/wDiuq4W1ct3kZ7ZNu0UaOwAFtGVyrlAnTvnXU1XvTB0is4zHWVw8Mti2wZgIl3MlR3wAPMmuPDn1d3XkmlP4bhibtoJGdrqoskr22hLZka6Eg13zD8E4sFAbFhj35//AB1yc8BxnCb2ExN9FALFlZe2qsykZGkDLcAMxz5HeOw8G9ImGuqOtPVt36shPgRqPYRXW693P8IvF9E+IvdS98pi8isiuGQlUcguAGtECco1idInU1F3vR5jmfrGuozwRJt4QzO8qbGVjpuQTV6u9NMCok4hfYAxPuiqxx70qWk7OGQs50DOOf2bY1Y+6nY3Ue1viOGdLD4/IxRnVR8jRAikT/cgLv8AA03xHS7EWtGxuc/ZbDH49UB7qqCfKuKYkoqO9w9otKhk5FmaYtrqun2QInSrThfQkzQb2KQHmq23uwe7rGdZ/kFTW12c4LpjibhIXFKDyz3MMs++1A99WFP2q6go8g7EPhGB8xb1qr3/AEKlZNu+lw/RUq+HM/8A7Abg/wCioVsfjeC3BpcyjU2rkZbiDdldSUue0ZXG5AFNaNsvSxdx6pbXGNKHMQPmYkD/ANtRO3OqBByAZX6vuzLG0nbnBqy+k3punE2sG0jIiWTmDxIusSpAIOoExOkztVQuYIBSZ9UHv00md61pNprhPFDbtOoRW7WpaNB2prXgceHbYbjUHbtCdj+oqzca4NhcPwLDYo2VbEX8SC1wzmK5rrFQTIC5bYERB31mo/i2ESylu64DYjF3kcwmVbKQrmzAMT2lJPlyrNxjUyMOLjLZuRpBH4gfhXXfQtxc3rV62TqhR/JgR+Arl3EsPms3BzlI87iirl6DzkxLLM9ZgrdyNoIKz7d6YmTtFFFBrbmKKKSgWayWsKySgzooooNVApKWgWiiigKKKKArRj3y2rh7kY+eUxWy/fVBmdgqjcsQoHmaiMZx/CMjqMTYJKsB84mpjTnRYmLSZQFGwAA8hFea/SZbycWxSLoM6HXOYzWLbmSAeZ08q9Bp0hwrCRibInvupI9onevOHTwN8uxANy24zjW2xdGzWbUFSTM6Cd9Z3qLNmH7cxN6y1tr7sIO7qICkFRPrMIkbnlVw9EfQJ8RfTFXlPydCHBOgvOplVUHUoGhi2xygCZOWtcB4Reu3VFu2T1dxA8siBe0CZzsNI7q9OW8dZAAFy3AAAh0iB50kk8F2y4hgbd+21q8i3LbiGVhII/XOufca9FCuZw2Ja1qdHTrWiAAvWBlZgI3fOfGuiJikJgOhPcGU/jW2qy5GPRBfb1saoGm1st7dMy/fVm4H6MsJhzmcveb7Ryp7h2iPBmI8Ku1FNLtD9HOjOGwPWjDW8gu3OsYTMaaKvcg1heWY1M0lFELUX0j4HaxuHexeEq40MDNbeOy69zA61J0Cg8hY/CG1cNpxDJeNttIErc7UeaE+winOKIKmDuIInnEDlvtUh6QiP2heMwDeLzz9RNfjUC2IDGMx74iNd/fUs21vTpPpCs//AEPg1kf3nVHzaz/5ahuk1wMEEEOmNlgR6ufMAsTyCL76q9rjF97VpHvO1u1/Zq3aFuIjIT6sabd1ODe7SyxbMbLNJ1L6zuZJGvfvUq4zsl7uIyqxPJkP/wDRatvofvzjrEc+GQf4Gtiuf8XvfNN/D78wq3+gy9n4iukZMC6+057W9TGdlyd+opJorbmJooooFpU3rGsk3oNlFFFBpopKKBaWkmiaDIUVjS0HN/SZii15bYPZRRpr65Mz46FKpZ03Bn9eFTHTHGdbirjDYNA56DT7gtQb3gSQd/CI/wDmuN712naC8wGp1B593ge4eNMOM8Ji314tozwCDqWCSRnj8TrrpTx20JrHpWi2LWUtdFs9Sji3lZlkAvlDeIPZmJ7qeFt35Y4LBFrXWwjCJcCMyRAMgxInms71nZ1LbQo7hG4E+8itXRzFA4O5lL5QoTtxmLG6smBpHa+FPuD4XrGZJ3Qj2GQQfevwqZXU7k71oS2AwYciNIAGnOQJrqvAOmWFFhFv4gC4oykuGEwezLRBMRzrmF7COhhkYH2GD4g7EU9tcDuE5cyZyubL29v8QTJP8VXrxx77S47dcTpJhDtibP8AUUffWz9uYb/8iz/Vt/7q4iluTG3tB/AE0/fgTQGOoGugYMPJgBPtIrVz0zOPfh2FeM4c/wB/Z/q2/wA6z/aln99a/qJ+dcRuYRRseexUgz8QfeKbvZI21G5jWB+dOtOl3m3jbbGFuIx7gyk/A1vmvPWeDI07jzqcPT/G2rTQwu5Ub1lDMAFOsiD2RLGZ0U71rqTpc66Y4lrmNv5AG+dfuPqtk/0VDtcuCC6qIB2Cg6Anlz3p5gbmZnZjq0SdjLEuT72rHG5exm9UtrH1cpmO+r76X+Vs6Y9CV4f+zLLO/WYliuIKtKAh7SnqwVEaXDvzFQGLwhtkEhlU3StvMRLWragqxgwSQ4nQiZ2q89OenGBxmLwV0dYbeG64sCkHO+TqiBOsMk+QqqdIccl25h0ttmVEczsCWYjY76KKl8kQnEsRmRwORHn2v+K6J/8A5+w3/qrz92GC/wAzr+Vc3xNmLLHxA/6SY+Fdm9BeFy/KG7ktp5yxP+UVZ40ldZpKSlqsiiiigWsk3rCsre9BtooooG80TWM0ZqgzmiaxmiaDKtGPxHV2nf6qk+cafGK2zVV9I3GBYwuUQbl11RVkSQTv7JAE0t7LJuucXLwLsW1knu/wjU7bCmt/CaaTGum3633rVcxnVSLgAIIByFXIMciDr3GKwvcQASSGgFVGYqASylgVYnKwjeDpzivPvu76LcQjQ93trRxniYuyMQsEMHBtzBOohlYyDpoQTzkDeg8UUsw6q4pQy2fqgE5QSXAmfM8qhseHuXDltNoobRkCqu4YsWyhftTFa38od8GxnZe0i5EJVjMs5gyBMwBIBOh5a1N8K4r1F0NkdxlPZXKNoGuZh31WsObxbKLLCe182EKtyLkoSDtqZjTlUimLUHKyXC8bKpY6xtkmmWrNUnZO4njxJZjcxyKJJkcPKqPdsKaWuOWwocq4RpyyjC2e2IAXNBTKCCswTUffvC7beMygEL21aA24VhE7g8o0NU/9pZWKwHVCwUsWOknbkP8AmsehjkvqXF0Z+ktkD/7px7cLZA/6Y+FbrnTW2RFomdmcqxzQPogSQNecRFc1/a5+otbrfGdP7NCe8863ODGd/wDjM5b7Ly3HlbL2/VEjsPpO/wBHx+FarPElB7LkGdey4/CqVc42Y0t257yJ+GlH7b01tWyfd7tK36evCXPflc7mKtndvE6H4CKgsfxXNbc27Tm1BUu2ixsYGgP60qI/bE/3Vv41p4jjnuKARlWYAE5d9vvqzFLlGOCbKCDqc8EQTsNNvZFYY27IHIQSN9OVNVfv76z313A38BIreu7O+zEsJiddtoqXt4ci6MwPqN3bCANidK2cS42tyxbERcS4WcRAcZSoYkbnLA76a8KxJZi7HkB5TJ2rN3pZrZzxRRlQc2ux7QCB+Nd09EWFyYa65H9pegQNIRF92rNXB793Pew4Gukxv2nYgad8gVah09x2Hy4Wywspauk5RbHXNNwsc/WSdZ2hdIoV6MmlFcJxnpdxYGVXtBtiTaXNPs64j4VXuJdKcTf1v377+Gip5KunwptJi9KJdBMAgnuBBPurOvMPDOIorSy3D/hZldTyM12X0V8cv4rD3RiJbqroW27eu1srIDHmwM69xHtpKWaXmaytnWtc1stb1WW6iiiqGZNY5qCKxqBc1GetbuACSQANSToABuSe6uU9NumzXZt2CRanKI0a8fE8k8Pf3VLVk2t3SbpzbsKy2CLt0aSNbaHbUj1j4DTQya5txG4b8tebrLj6sx3PdEHQDkBtUbduQACdjr/DE/GffUiyidK8nPnez1/T4TujzwpOeb+bT4zWjGcLttMsx8wTy+zpsKkbq+P699R+J8x5Vyxzy35ei8ePwY4jBJEF3MQRLTsIHKTpTS7bEAZmyjlmaD5VuxQ8feajnVv0a9GFvy45Yz4acXxFkOVSTJkgMyqe7sgxNZ2+NuoyywHdmYjTwpvccgzA+80ynU8tx5V3mrHmy7VM4W+99hbBAzTPf3gCSAK0YnhT5iEs5o0OQi42vMqslfMVHC4QcwJkayNCIrb8uuHeGH2kVvvFXV9md78nDcNuLE2WMmBllpI3EpOo7t6zw+DJ/uZj7fhWpOJOFKgAA6EAZQRtqBvS2+IFRosewsBp5xTuajMYQzHV6921YrhWJgWiT3ZonwEikbiDdx95pRxA69k+803V1AuGaYNhwZjVsmvd2l3oOH1INm4CJmY7PtldKRseSZg7R6zbe+lfiJIAbOQNgXePvp3NRi9gggG04JggQJYeHZ18qW7YC6OjD+XT4aUtviZUFVBynlmeNd/pVhax4HqpHiGcRHd2tKdzUJYwLsWBVhCF9VIJAIBgHU7n4UYYxAGpPIcz3Vv4fiouKVEa66kzm31JP6FXXh+Lkb+6Pyrnyclx9nTj45kx4PwlcO9u+JN5AkEwyo6gaqu28711Pg3HMPxDLbxlq015SCuZVdGYbFM05W+z/wDFc8uXvH7tqanGCZjbc+HOfz9lcOPly6u7tycWPT2d6ayuXJkXLEZcq5Y7oiIqt8S9HfDrxn5OLTbzZY2dfFV7J8xVc6M9OWtsLOKYun0bm7qNIJ+uII8RXSLdwMAykEEAggyCDsQeYr1y7eKzSnYT0X4JGlmvXB3Myge9VBq44PCpaQW7ahEUQFUQB/z41tBoqoyrOzvWsVss70DiiiiqGRrBq2xWq5UWKJ6TuNG3bWwhg3Bmf/ADoPMz/LXLSZuD7KyPadKs3pKvk426O62kfyT95NVG5eAZW5Ovx/WWsNzwTG34JB2JPx3/AA91OeHcTykI7afQbkQdgTyqNxd4TDbGmTuVkESp93/BrOWEymq3jncbuLi4J2rRft6axVfwvEmtgEHOg+iTqo8G1jzB8qk7HGrNz1mZfbt/MJH3V5MuDLHw9eHNhkLmFB3FCcMnb4ipGyqOBkbMPBpHwp4GIGgrheSx6OmVBngZP0Qa1Yjo0p1FsA+evxqe60xIifGsxdI/X41n1c/anRj7xBYbgdr92JHLU/A07Xg67ZAPKpBsWaVcUf1P5VLyZ33XpxniGS8DX6q1tXglv6q+6ni4hjyE1l1zd3/FZuefydMNBwy2PoL7qxbA2/3Y/lp58qPdSjE6/lB/Cp1ZHTEeeGIderX3VofhqfUHwqaN8Hu+FawsyQBWpnknTEC/Dk+oPcKaX+DI30YPKNDVqVe8R7vxNYMorU5spToxvsrGB6NgEE7gzvp7hVgtWVXSPKt4uR+vwrG9dGpMeMxpV9XLK909PGeC9QI0qL4mFEKPWb4LzP4UmJ4uB/Zdon6X0P8Au8tPGoW9iCzGCWdvWb8B/wAaCvXw8WW915eXkxk1EtfOcSp1XKVPKYO/gQY8qvno46URls3D83cPYne3cnVfAE+41z7CnSPf7a24F4zQfpAjzCk/ea9Xh5bNvRQrMGonozxD5RhrVw6krDf4lJVvfE+dSot6kjnv7e/9d1bc6zrO1vWNZ2t6I30UUVQ2IrXcWt5pCKDi/pVwht4lLxHYuIEPgyn8iK54TBNo7EzbPt1j4n9CvRfSzgaYqy9thoRofqtyNee+PcLfDu1m8IKnst4ctaxpuVFYy6R6w8/xpsMQQNNR3Hby7qdXXO1zybkfb3+0Uzu4aNVPlyPsOx+/wrUK2Wr6zIbIfHb3609WGgtaDn6yEq/nlkH4VFq42uKRT/DcKs3INvEqjdzgrr7RpSxJWXzc6PcUjbMqXSPOZrMYy4Nr7+Yuge6YrK5wvFp6rrcHerBwfKmDteQ620nxtr98VLNtTLR4eK3f34/XtFZJxi9+9X3oP9FRx4g/NF9xH3RWJ4kdjbHvb8WrPp4/bP6a9XL7r/aYHF7/ANdT/TP+mti8Zvd6/D86gjjVO9pfh+NJ8rT92fLL+VT0cPtX1svuWP8Ab97aE93/AHVsTj976inyI/11WflVv6j/AA/AUoxFruuDzrN+nw+1Zz5/cszdILvO0DGm7D86E6Qv+5Hkx/21WvlVvkbg/XtpVxFr6zjyn8an+Px/H7X/ACM/n9LRb4+f3TeMN/21n+3yTHUvPt/JarFvFWwZFxh5f91bkxVvfr3BPcrD7jWb9Px/H7bn1Gfz+ljXjbHa0x9pj/TWq5xtyY6mfNiP8sVAnGIDpfbX2msGxdv965/hJ/1Ck+nw+P2l+oz+f0sAx18+rbCCNzCgebNEeVNL5zH526pOnZX50k+EQg9tRBxlr6txj5D/ADZq227l1x83Z08QzAeXqj3V1x45j4jllyXLzTkuTIGg5kmSfaeRrT8sC6W9SdM35U2xFlv719dsoI90DQUuHszqNB8TXTTntM4N8q+PLxP61p7b0Kpz9ZvAbD9eFRqXRb5Zn5Du7p7h8TTrBWnLC2vbvXT7p0n2DurDTtfoxM4Mdxu3I9gIH3g1c8tQvRLhYw2Gt2h9BACe9jqx95NTtbjFYxWdsa0lZJvVRsooooNVJSzSUGLrNVbpZ0Tt4tCGGv0WA1Xw8R4Va6xIqUea+kXRS/gyQVzW50O6+/cHw39tV8YbfJI7xyPtB0PmDXqrF4FLgIYAg76Ag+0HeqLx/wBGFi7LWfmm+zqv8p28iKjUrhgMHtAD2Qo/lIZfurbbw1phqnuzr7zaLr8BV54l0GxtjZEvr4gMfjDDyNVTHYFUPzuGa03OCyT5MKjXZFNgUBOS4Z7ustH7yp+FJ8ku8mc+TN/lJp61tDsbo8JLD4k03uYNT9Kfaik/dTdXUN2t3eefzR/9ta2V/s+YI+8U7XAMNio9iEfdFZHDuBM92xvL+NOo6f4R+v2PgKMngh9hH50/CXfrN7Rcu/nQ9u4Ppsef9pmHxFOo6YYmx9ldfH8qQ2D9T76flLv1j59WfvWi7hby+tA/hsn/AE06vwdE/kw6n7B+NHUfYb3mnuR4Hq/0rP8AtoUXPD+ja/ACrupqGJsD6pqYwy4YWVDKvW5WALKxi7nuQWIIkFWw8FsyDq7vZk6t813w/pj8DRb6w7Kp/gb/AH06jpidweM4epu9ZhjcBu32tlU/u3tLbVdYIE52XUZDBEclwdrhi5Q1i7cggM03kzfNGTpc0XrI2ExyFQYa59Rf6Z/30jLcbTKPK0n+qabp0xbsFxDA29RYjRtDbUso6kKFDNcIz9bLZiCANImKVMdhb12513WXMOzWiiI1w5QqXBdhgRlBLKQDoSomIkVazw++dlI56C1b+IUffW08Ob+9uIB9u4bsfwyR8KhqH/Bb+FtIqYhRcy9cGyKvWEOtoKGe2uYqB18BmgFl7hleYXFYIFT1TQdz84WVYlRBulS06MQIPKKjRhrC6BnvHuC9Xb9519wqxcE6D4rFQer6m0eZkaefaaqlR3V4Rkurh7bG+zjqm+cygFl0bO7FmyZgT3gQANr16Ougt2w4vXsuZgSQdWUlTz5GY0G2vOrT0X6F2MIAQM9z6538h9EVakWKrO0DhuF4lM2W64kqZNzrAB1IDBVuKwU9aJ229tbsPaxhAzOAZI+hyZhOieoRGm/cRqKmqWaqIC5g8ZluRdXMShUMVKghTmOiCBmCbbanfU2JN6xrJN6DZRRRQaqSiigSkooqANYGiigQim+JsqRqoPtANFFPcVPpFwTDQT8nsz39Uk++K5Tx22EY5QF15COQ7qWiueXh04/KMt3DG595pwjHvoorzZPZPDJTy5a/dWtzr7vxoopPd0bLijITzqNxGkRpRRW+Jx5WOQZZgT7PbWDcvb+Ioorq5xoY9uOUUgunq21Pr95oorV8xPk3xF0iIJGg5nuFYG80+sfeaKK3HLI7sCd9akMOg7hRRUZjsvoywNrqA/Vpn+tlXNv9aJq9jbyoopGb5ZLtWQpaKoRtqyXaiiqFFZJvSUUG2iiig//Z)
![Resultado de imagen de dedal](data:image/jpeg;base64,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)
![Resultado de imagen de agulla de cosir](data:image/jpeg;base64,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)
2-• Fes una llista de matèries primeres naturals que coneguis i de les quals es puguin obtenir fibres i fils.
seda fil
3-• Sabries explicar què és un sastre? una profesio
• Hi has anat alguna vegada? Per què? no , perque no
• Creus que els teus avis podrien respondre satisfactòriament aquestes preguntes? si
fil , agulla ,dedal fibres, maquina de coser
2-• Fes una llista de matèries primeres naturals que coneguis i de les quals es puguin obtenir fibres i fils.
seda fil
3-• Sabries explicar què és un sastre? una profesio
• Hi has anat alguna vegada? Per què? no , perque no
• Creus que els teus avis podrien respondre satisfactòriament aquestes preguntes? si
martes, 24 de marzo de 2015
activitats
11. ● Respon les preguntes següents:
a) Què és el farratge i per a què serveix?
b) En què consisteix la rotació de conreus? Quins avantatges comporta? reposen la terra durant un any
c) Què és el marc de plantació d’un conreu? per hon es regen les plantacions
13. ● Explica què és la pesca d’altura.
a) En quins mars es desenvolupa? on hi han peixos grans
b) Quin tipus de peix s’hi sol pescar? grans
c) Quina mena de vaixells s’hi fan servir? especialitzats per pescar
16. ● Respon aquestes preguntes:
a) Per què es fa malbé un aliment? per un fong
b) Quina mena d’aliments s’han de conservar a la nevera? els que nesesiten humitat
c) Quina mena d’aliments no cal conservar a la nevera? els secs
d) Per què molts aliments s’han de conservar a la nevera un cop obert l’envàs? Per què amb l’envàs sencer no cal conservar-los a la nevera?
perque no es fasi malbe
e) Què és un punt crític? on esterilitzen els aliments
f ) Què és la cadena de fred? es quan esta congelat i el descongeles no pots tornarlo a posar en el congelador
20. ● Observa les fotografies i reprodueix, si cal, els productes que hi surten.
![Resultado de imagen de ou dur](data:image/jpeg;base64,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)
a) Busca informació sobre les característiques nutritives de l’aliment fresc i sobre els efectes que té cada tipus de cocció.
com el del ou
b) Quina mena de cocció creus que millora més les característiques digestives? Per què?
a foc lent
21. ● Observa els productes alimentaris de la fotografia i fixa’t en algun que sigui semblant a un que tinguis a casa.
a) Descriu els materials utilitzats a l’envàs i a l’embalatge del producte escollit.
b) Quins colors predominen a l’envàs? Estan relacionats amb el color del producte o amb l’entorn natural d’on s’obté la matèria primera? Per què creus que ho han fet així?
c) Copia l’etiqueta del producte. Identifica la informació nutritiva i les dades legals que hi apareixen. Identifica la informació destinada a atraure el client.
![Resultado de imagen de tetrabrik](data:image/jpeg;base64,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)
![Resultado de imagen de lata de 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)
![Resultado de imagen de bote de cristal con arroz](data:image/jpeg;base64,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)
![Resultado de imagen de tableta de chocolate 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)
23. ● Buscar informació sobre els principals ports pesquers de Catalunya.
a) Esbrina quins són els ports pesquers més importants de Catalunya i situa’ls en un mapa.
vilanoba
b) Investiga també quins són els productes que s’hi comercialitzen
peixos i aliments
. c) Finalment, explica què és una llotja de peix, quins professionals hi treballen i què s’hi fa.
quant posen els alimets uns productes
24. ● Què entenem per propietat organolèptica? Quantes vegades podem congelar un aliment? Relaciona-ho amb la cadena del fred.
una o com a molt dos
a) Què és el farratge i per a què serveix?
b) En què consisteix la rotació de conreus? Quins avantatges comporta? reposen la terra durant un any
c) Què és el marc de plantació d’un conreu? per hon es regen les plantacions
13. ● Explica què és la pesca d’altura.
a) En quins mars es desenvolupa? on hi han peixos grans
b) Quin tipus de peix s’hi sol pescar? grans
c) Quina mena de vaixells s’hi fan servir? especialitzats per pescar
16. ● Respon aquestes preguntes:
a) Per què es fa malbé un aliment? per un fong
b) Quina mena d’aliments s’han de conservar a la nevera? els que nesesiten humitat
c) Quina mena d’aliments no cal conservar a la nevera? els secs
d) Per què molts aliments s’han de conservar a la nevera un cop obert l’envàs? Per què amb l’envàs sencer no cal conservar-los a la nevera?
perque no es fasi malbe
e) Què és un punt crític? on esterilitzen els aliments
f ) Què és la cadena de fred? es quan esta congelat i el descongeles no pots tornarlo a posar en el congelador
20. ● Observa les fotografies i reprodueix, si cal, els productes que hi surten.
a) Busca informació sobre les característiques nutritives de l’aliment fresc i sobre els efectes que té cada tipus de cocció.
com el del ou
b) Quina mena de cocció creus que millora més les característiques digestives? Per què?
a foc lent
21. ● Observa els productes alimentaris de la fotografia i fixa’t en algun que sigui semblant a un que tinguis a casa.
a) Descriu els materials utilitzats a l’envàs i a l’embalatge del producte escollit.
b) Quins colors predominen a l’envàs? Estan relacionats amb el color del producte o amb l’entorn natural d’on s’obté la matèria primera? Per què creus que ho han fet així?
c) Copia l’etiqueta del producte. Identifica la informació nutritiva i les dades legals que hi apareixen. Identifica la informació destinada a atraure el client.
23. ● Buscar informació sobre els principals ports pesquers de Catalunya.
a) Esbrina quins són els ports pesquers més importants de Catalunya i situa’ls en un mapa.
vilanoba
b) Investiga també quins són els productes que s’hi comercialitzen
peixos i aliments
. c) Finalment, explica què és una llotja de peix, quins professionals hi treballen i què s’hi fa.
quant posen els alimets uns productes
24. ● Què entenem per propietat organolèptica? Quantes vegades podem congelar un aliment? Relaciona-ho amb la cadena del fred.
una o com a molt dos
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