Physics
Grade-7
Easy
Question
Which of the following diagrams shows one complete oscillation inside the red box?
![](data:image/png;base64,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)
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)
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)
- All the above
Hint:
All the above
The correct answer is: All the above
as they move to and fro from its original position and moves in the similar direction as its original motion.
Related Questions to study
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The propagation of waves can be graphically represented by plotting _____ against _____.
The propagation of waves can be graphically represented by plotting _____ against _____.
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A peak is called a ____ and a valley is called a ____ of a wave.
A peak is called a ____ and a valley is called a ____ of a wave.
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What does the length of the red line represent in the picture of the wave shown below?
What does the length of the red line represent in the picture of the wave shown below?
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The time period of the wave whose frequency is 0.2 Hz is ____s.
The time period of the wave whose frequency is 0.2 Hz is ____s.
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The frequency of a wave whose time period is 0.02s is ___ Hz.
The frequency of a wave whose time period is 0.02s is ___ Hz.
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Physics
The lower portion of the graphical representation of the wave represents the ____.
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMgAAABmCAYAAACOTt4AAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAFxEAABcRAcom8z8AAB3JSURBVHhe7Z33lx01lsfNXzD7N3D4bc4QDMMM7DI2DhgODHBg95xlwcbkaHIwOeecwQaTc7DJOWdMNAaMTc65bTAm2EZbH/X7vr4tV71X8XUXrm+f21WlUqluSbrS1dWV3gjXoI0//vijdTb8kIY34gznb6gjaiUgTQVo0GvUQkAkFI2ANOg1aiUgDRr0GrURkOXLlzeCkoAmX6pDbQRk2bJl7Yoggakryq7QadNrGpnsqIWAqGB//vln9/7777tff/21tgLCd4jKRJo01cjYuN2eWdlRGwEBn3/+uTvzzDPdwoUL/XUdCzesoFWgqfTloVaD9DvvvNOtttpq7oUXXvDXdYMEo2pVh/SrfsfKgmEvILaQd911VzdixAh32mmntULqAQmFYMdTVcEKiUggfOnSpbH3GgxGDXqQ/sL75Zdf3JgxY9wqq6zitt56a/fjjz/68DpAFZVKqYo5lOD9VmAbJGP49yCtv99//91dddVVbuTItd11113nflmypP9+hsqmuPaY5flOCNOxaasychzOFVM8h9+SBzatMtPU0Z4nQfHC+HFkYa9rICBRxfL/nZs/f4HbePwE98EHH/hrwMekqXg2HqSMsZlRBpSm3qEw1Ko6QPyXjbLStOl0OhfFISk8DrUSkDmvv+H+9c/13bvz3/XXFt30eu71QjhIH144Cj/88EP7XUXeS5qYui0tWRwdFy92y5YWE8CffvrJLY7SqTPI17IbohqMQfo/HLz5xhy3ybgJ7t1589yrr77q7r//fvfwww+7vr4+f79TxQsrpgSlDCgdjhIQMH/+fHf99de7GTNmuE8++cRXwt9++83P4+QBafP8IPq1n6xApgFjum+++cbz9OCDD7pLL73UXX311W7WrFnu22+/bcUaPiBPKet77rnH3XLLLe6JJ55Y4ZvJf1TxMlELAVEP8vZbb7uNIwGZesihbu+993Ynn3yymzhxojv77LM7Vro4QSBMVCZUaF999ZXba6+93IUXXuiee+45d++997ojjzzSCwoI318GLzZNS3HAWICAMZ7bd9993ZNPPukeeeQRt/vuu7vLL7+8FWswktJKC54nf6CsaT300ENu7Nixbv/993ebbbaZGz9+vJ80LgrLU0igHj1IS0AWLHjPrbvO393WW27lW5Mvv/zSPfPMM+7www/3rWAS4gpDGZO1oDqBtJTeDTfc4E455ZT2pCa93Hnnneduuukmfw0U31JRJKWpoy38jz/+2B122GHteSXCOYfvsCXmeeVXN1L8kHiehgzKogqhSh588MHuoosu8r3yU0895Y466ih3xRVXtGJkg/gBNBTws0LPHBFxaiEgwrxItfrH2uu4hx96uBXSDzJtypQp7sMPP/TXKkiBwrDXgOuy9FXS4p0QQA2gAL/77jt/LaDjn3rqqe7ZZ5/117bC9Qri8fvvv3dTp071LXMIejxULSoJsPyJ306UFE+w5xZxcZYsWeI1hYsvvrjNO0A1PPHEE93NN9/cCkmPNLwItRIQxiATxoxrW7Hsx6FD0/IBVTwhSUDKmpMgDQkbLS9qyt133+2vQzz66KPeXQbAZ1lC2g3wKAKPPfaYb5Xt+3WPFvXYY491c+bM8ddx+Vc19L6XX37Zbbvttn68FOK1115zkyZNavfSVaBeAjLnTTdh3Ea+xwBUMLUqX3zxha+Yr7zyir9WBnNcFggCgkFFDgUpL0hD6TB4PO644/xEZlzaqAtnnHGGL1xQFg/dYHmkZzjmmGN8TwHs+5WffIdttRXHplM1MCScdNJJ7r777vPXyivxBM466yzfY1eFWgkILdrYURu6ee+8469VWMqwmTNn+gyz8HGWRfdNoSIwSyMB+YMMX168sC0fVLznn3/eh9uCBMQBd911lx/AoyYAhfcKL774ojvooIMG8S2IF4SIHubtt9/214KeKRtxaSIYDMp1j54MXm2P9umnn7bHUFXwVbMeJBKQ0WP8WASQIZAKGB0fNeutt97y18DfjwQEYbBAaJYvLUd1kJqCVYXeQQPcpLQZsO+2227u1ltv9ddl8NAN9h2XXXZZe+xhwzmHlJ+33Xab70WEKvkM06aXP/74470pH8CTeLMEJDhV8FcrAZkbqVgbjRk7SEDsEUyfPt2PRwDhy8g4eokg8/wzZDC3+IuubTpZoIKiMJn3AN3SYrCOqbpXED+ofoceemjboNGJT+IwkGeZAcibP1mgvPzss8/cEUcc4c3lQOEAPkRCeL8s1K4HGb/hQA9ioUx588033YEHHugnuwizGRcHxeFYJGNpxbC2MKgE3dJiHEULiYpQNWw+MB/De+MsVCF4BhO6jB9Vw/KJFQ1TOVD5JKFbXhdB7QRknFGxLGwmISBYi4AyPAk8ZykvPvroI3f66ad79SptWrfffrtf49JLYEC48cYb/XknPhU+e/Zst88++/Rkdt3yg2r3xhtv+PMkHnuBP42AWNxxxx2DKkGVUPpYfZg1B2lbPOZDLrjgAn/eC6BesZZG+deJT4XzDEKlnrFK6J3M0WBs4TjUKEVA+DBRt8pRBN0ERL0FrR06vtaMVMWP0mVAec4557jHH3/cX3eDnmOwjlCFS4jL5lfpLViwoO1GQlhcWXEdhjGgZ2xXJex76bU0VzTUKCwg+jB93HAQECos9vN33+33+q2KH6VLS4dJVH5WacHz9CBUXF1XAaWLew5qHSCsW1npHqZeKqzytwpYPphkZawECO/EY9XILSBiutsH2Ps2XqdngH1O6DYGgVSIVAR8dqqE+GNWGjVE5t6Q7ziIT9TB0N0jzfN5gC/T008/7c/TVHbxwbgKA4ScA6viT8DHShOp4bvyvpvn8jxbWEDAokWLvD5N5mOdCT1rbVzLKEd8bWjxUTc4CnGtW5pBugr+pZdeqtSGT3pKkwLFKzYLxCcVwfIJyuYV4BdGryqXDb2j07vsPVQsGT4Ir4JHQG+MepxmCUMWiOe4etUJpYxB+ChmkHGX5sgEUzeIWSoyYwZmdzVmEPRRQtpBOsDTl4Eerh1VQHxR8XC3t6scs+Drr7/2apZm1avC66+/7q1sYeUIry3sPXpjeiCh03N5oPTgE69noaz3kI6EI0uapQgIFZtCZrB55ZVXuqOPPtqHzZ0711dUJnveeecdbwnBvwbbP/cQDNzVERJaKCo+ejyTRJofsB+TRUDIjHPPPbc9DsmCNJmo+7i/4NhHTwiyZD6AT3qQvAKWFri3WFf7NLDfQj6ef/75bTN22VCaLIaSbxVhZb0rb1qlCAiCce211/rKj7sH8xDMKOPSQPg111zTvmYCiAEtvQwVnWt0eDZkwHkOM+QDDzzQdgm3yCIgAFeOtJalEGkzk3mMSy65pHWVD1QKjQ3KqhAhmBHvtGamGxhf0QNpBr4K8A74VNmXmRdDLiAIgFpRVqgxAztt2rS2gNBFM3BmWef222/v9WEqOhUMZzOsFmQ+ahFOavQ4IbIKCILH+/IgbWbS+su1PW+BUnFpIKoCFW+//faLbXTSQN9FA4cKVBVoXFl1KV+6vPkZB9Kit86KXAISMs4gncxDraKiIxyYBZk8Y3yCYGDKxFeJikAGYBWhRWKpJyoWC18Y3FOhmRuQw58FvljjY3yxkoBaQOsu61IIni9SCDQIqHFyv8+Sln0334Ogic88BRkHpYM6yzxN0XEOjRy9XVVg5pw6ERp5UoPsNEVg8xgDUFI96ITcPYitDFhGDjjgAO/mPXnyZK+roi7Rc1B5KHzGGsxuM4hHb8cmz+CWDQ24ZgyCGZEehdV4gn0PC6bGbrih37QB2HtxQOXj3XJ4C2EzMA/ee+89b8GKE+ZusO+l4tLbaua4bAHB+qRZ/iLfSzkVVSc7gR6u0IQkn2Y+j28lDzgidNZKmha5exCb0Qy2qej0EKgLDLJRuxgY0ltg50d4aIFQR1jUxDn3WMPBYifULCoczoZaIKP36F1zEJDRAwKSBhgPKNgqgNGBnrMoKEQaC/WMZQmIQK9OgwRsuWUFDQ2e0lVtD0TvpLU0uRAICPkoAcn73YXHILyYFhQJDTMOj1Gklvu05lzTzXGN+ZVnCVfXR0+EcMgxTh8nZBEQVbJbbr3FPRgN+m3GCUUyDmBg0HqFosD6h6oJyhYQenTp9UXTpgfRzH/ZYP6j0E4lFGVrARzlyreGdSgrCgmIKphlgHMqfJqCCBnHtEtvY9O1ceZGPQHu7m0B6fDdeu71115zZ5xymlu0cJG/tgjTzwr0ZXo8kDctPYMVqwp/Jxol1Ct6dVDkewG9EbP/ZUH8MJ/E+FSNbC4+eaT1GM9DRRuEQoP0Th8RMhgyq/s2ngjYuAKD9HH/2rC95LYTSBMseHe+O/G4491XX644DlGcPKBnZHyDelgGUDtZd1GEpzjQK6P+0lOXAcaSLLgqG/h72YnIXCDrWtmnepVnYG5RWMXqBjGq87gjsMKRBDZt2GjMODc/qvRpwdrzIw8/wt14Y7ZJsm5AMFCL8gzQ44AFkDkgWcTKAuOvvKbuOKBeMRGM5bJMMAZlSqBsUKdsPcuKSgUExjoxp/sQH9JNNesXkPF+LMJ2mwv7+rwxIIkoRNajT9lrb3fkEUf6NHgH76NFxd8n7rk46jPnjLdoSVGJEBB7Lw8tioQDfvbcc08/iwyPWXiLo76FfZ43DCVXzLiilDQRYlShE044wY+X4Jl9h+PiZqGlS39vLR67y/fM8B4XLyvxvfAY1jGdc+yGnggIxCARdwpMmnSn6O4h8zpPwoL5C9w//76u23KLLd0uO+/idpi8Qz/tEEOTJ/vjLrvs4tZZex23/nrr+51EJm430e20005ucnQPk3R/3O40uX0+2ae5+eabuw022MD/qM/AvZwU8bDzzju7v/71r27TTTf1Gzp43uLipiSeh7cJEya4UaNHlZImfO4Y0RprrOE232Jznw+TtydNSzHPrUBRvB0m+3wTn2PGjnGbbLJxf35G9+KfS0kRj0xGsy2ttoGScIQC0k1QKlexAMJA94lJFHMjLSVmTaQ8DfQB7y14zwvIvzfbzO20405u+0nbRzTJbx4Wkr83cZIvgN2iTF/XC9YWbufoue22225wPH9MR5OiNHeMCmGD//wvt/VWW7X4iI+bheDrf7b+bzdyrZGe7x2iihcXLy1NjioIFfEf667rtvnfbSKei6Xn8yvia5eddnZb/HtzN3rUaN9IEWYp7tmQBuJP9N86MaI1/7aG+79ttukvs4xlEhK8UsbbROmx+CoOEgwJTBJ6MgZhi0gmq9DZsahgS8dlwUqzEMeswuZGgrbR2PHu1ahVwNrRF3XvEN18SH0/9Lm+76PuP+pmsWBdPm26mx2pBYt/Wuwn5AbiZaefIlXjwvMviPh4dRAfRYg0+b5jjz7Gr29HPYyLl5r8dy905519rntr7two/Z/i46Ukn19RfqIBvPryK27GFTPcj4t+bIeL4p4NycZf2LfQWy+nXzbNffLxJ/2qEWUX81xaUtmiDqIOU39svaK+2TrXCZULCEKAasOkGnomLiYMyFCvQMh8CO7oLr5YE8aNdx+8n93z9fHHHndPPvFE66oY0JNvu/W21D1gWvz++29+4VVZ8wzwd+0110bjtZyuGwmggTnpxJN8PpQBDAnXXH1N62p4oScqFtu34KGLNQWXCvyukPA0sALSvy/WODdv3oALuxUtxYWiDrR9BPyeyLTp0/y54IWzFS8NKS3GUphO1QqF8fISmH755W7mrFn+nD29lnse4+N3IoB6EecaEhc/FbUasp8X/+ydSvF8AMv/iPiMYqwQ31AI0lL+Ma8ijwT2MOsvl8HPpyEgHtVLpO0pktATAaGbw8cK13MyFUFhoVBa6OMHBGRgJl33gDIKGiiw/hhyk5DHsYV9LolIj8oKZuNi0hK2ZS2xKUoqxpmzZrpTW7/i2y8g8fGTyPPpz/o3W8Bh1CJv5YMsmNSTWZYU4Z84A/k+mARVYAFLG2ZjbR8KwmdTk/82zgYQvi8rejIGASycotdAtWJRlCxYaaBYWQSkTa13MKM8LdJz4yb2VngmiVppPfrYo+6ulot7UoXIShKQ2S/PdpdNu8yrL7zPUxSengaqCD133HY9Kz6TjixIWw6QQn+8eH6FsMwxHWMNs2UKwufTUF7AE4Ia8gZ6MgaBBDHhCz6GoTioyEMBURqdiC6WI7jhxhv80l6g+/a8GwmoV9rUzKtAJRFAkFFftEOK+M9CgJ6SCsyAH8TFy0uA9TqHHHLIoHFYXNyQFE9gYtS64ofxi1BakMe2jlpULiDSA8WEvU77EdHn+mNeAYEA4yD94Iru2/NupLi4mFRV8QAbYGtXdeVTFgL8ehQqJS00iIuXlwAuLHvsscegrY7i4oakeAJqN8sihDB+EUqCjdOtLuYSECWOGkAGMQAO93ZSpVRcyBa2hIWjwgRde2p9AAhXFA6Kl0CKB5g0CjceSEvigQE6hgY7lomLn5WA3sESAAmyzbO0BLAY4roShgMblocA5cZOLuqR8/KJ6V8e0XFx8lJZyC0gZAiEKwMtFRsC0GrZ+7bb4lqw5zaOwPMK9x/cip91ya2gDKM1pfWXBU3hWcB6l6oWDYkf1kRoS9IsPCou+jTCUaYPVhyY29IG03nyEuMNamDW8uwlcqtYquRUGIgtf1hdxyCYD0Y3pWfhSIVEZWANCGs9WAJKGC7Y6J70QlRettknHpNkxEHPtQKEu/tGBQQEMIOvddV8Q5aCZVKQ8QHfC/JUijRggktLmLNA/LDUeMcdd6x8ozfKh8bCNnhpIH7mvTPPrzBFUIYrCvUggJWB6PYQv5jKTuCYdGkFaR2wcbPPEXomAkHLSKuD8LCem43TCGPQyzVxsbzQ9ZJ5dtIsr4AAFQr8qEtH+LJUHkzU/ASxXQNSFmxa5C2CrB45LZQGZUJZlO1xG4LGjbJDoLNAv+o1685ZlS7hLQOFBYSFPmQS3S2rAZkJZgCHKiP9koVFrCFAGFg1xg+jYJ/nHPs3zyNQeMeyLhkbO5sscy1rEShDQBBMBJdrUVogXPx0WdUVD6Df0yunhf0WBvn6IZ+qQRmRpyB1XkbRqD/UFTv+GI4oRUAYh3BNyyq9l0Kiqycu2/ngbsIvKmHWw2MTIaG3QN3BbMpgj8EpahYCoy1qtDQXMAZBQLKsSQ+BjxLCa82KacFmEkk/sl82EA7yIS34DhENT5w5u0yo/OHTbvTWFa04+GDhNq+N/argsQwUFhA2Z9O+tOxkwq8XobqwAB9VC+Ggy2ejONzMmd1lQI8KQSvHNRWPzRxojfDLIdOJg8VI69NB3kG6oMqCFcpWoCTwjfpOxgOMP2R+rRqoV8wPyFom3pMgPlFJydus45es0PsYK9LAxRlbBMu3zmkYyc84Z8LhhNwCIqLiy46NGZXCoVIzc05FRK1i7ytaGdQl3N0RBgQBL07MmcTjPkLB+INeA/WMtFHXhKICokLlXXgYd4MVEN7J5ge9AhWOhsPOt3SC7tPgiM9uzxSB8gV1E1cRa8FMA8qWTS8AaVXJaxEU6kEgBAG1iDAsVmQUrR7XCACqDJlIHOKj4jBYJw6VAKsXflkQaXEfEJ94mCyFMnoQQKvHToO2lY0rIMIUTmHSw/USvI/5DCGOxxCM36q2slnwDsaYGGl0nQTd48g4kHLQdafnhhKFexAh/MAiH5z0bFEBEZjgRL/XfrhJLZjCODKvIINBkW/LAtRABFlm0G7vReCx/NHQgF7xiUYwZcoUf847495LmNQwGlF6cKmPf8oeJA2FccNrhQF7rQyz90FZPQjAasYuIvg+gfBdQGGoOaxjsWtYegEqPBt9a7+sbu/FvZ25KFB1pSNtpY+mgF+W9R8LQVyFowbKmGPTGY4oJCD2PC7MnieFCUn3FQbKFBBUP6xqmjS079K5rtkEW3p9r1o7vYMBMGpTJygubjT66TL4pMWuilfSFQHGj1LtJAj23ZwrHCuilsLaNIYjcgnIUKEsFUtgthpdGKigVJBSBzjH2oKFDvSqMFWZtOO9fghI4UC8Au5jQdTEKuFQr/hlLgTzslYZijeOlk/Gmph3rXVyOGOlFBBVGpaO8lMN2pZTBQmpoOlhUHOkivUKqliAnfJl8UFwVdm4L0HGMpdl3qRMwAfGFARUPQP5F9eDYdqX1TO8F6LT/W7PloWVVkCUwZilUWMAYRIQVUJ05dB61avC0Xuo/PykBEJKmISCc8XhV66YsAW94k9QXrF7vyo/YRIQyw+eCNqgWs8lodN39OobV1oBUSXDzLz77ru30+SeCo6xx/7777+Cr1EvCod3iLD2MNeg3+YI38+cAoNkxlX2uV5B+YX1jB9G0twN4eKD/Mbrm++w+6H1ks88WKkFRIXDjDWuL7ZFw3MX06UdIPeyMFV5xBOWLBxBQ2HFo3bUqFHtn4yw39AriFdAD8KYSQ2QQGMzcuTIdu/Ry7wsgnoLSME8ViExcKQFxkTKYBw/MPR+1C/bKg8F9F6OVD54YsxEK8yReRLmFHptgraw+UMvwiAcnzW8n+FL8zlaaKbxXZWgoRAhrDqHT3svifRM/QWkYH0gEwAuLbR82267rd+2ElOkJuhsbzMU0Lvhg/kYzNMMdvmxVPR+3R9KHoHej/EDd3sIPz16YvzryGu8KsLepWrkyRc9s1L3IICMUIGhVtEq43FsZ68p2DyZXBbs++nRUFNwEqVlFu9DyZ+gvAK4HeGkiquMfuGLe7pfFzQC0kEAVKBJ93sFvZ+jYFfhDXUPZwEvtofotXm8bDQC0qpYHEVAlRIqKiA2XUB6quwKVxx7T9A93bfgWuEchxriJe4b0oB4aUiIC+uEuGc7oX4CsqERkBKgTAozTkd7nhdxz6oChRUJJPUINoxzXYfncVCcpPtlwr7LUhLsvTB+eC4o3IYBG2bv2TA1JiKF23OhdgLCj3hWLSCCDY+7nxZYclgXwx5QrLrEikMhyeVfYDYaihOaOFiexGsSv0n3w3hlwr6j03vsvTBe0nMKj7sfdy88D5+zYfZerQSEwd6YMQM9SPiRwxUIAVYx9rJlXTtOfcxnsJDMjiVYLCa3Fys4wJpG+W4JkV0vo5YxDoSLhKS4DQZQrx4kan3Hjh3b/hHPOhUwZlk2qGANNp7BTPAxecb2R2zPw0Ix3O+Z60BoaASYU6D3wWERnzDmaxAC0mCOgQEwS4BZmiy1LKn3UV7h1FhkX7CVDbUUECpXHUAFVCXE3MlsONfatQUXcZwQmUCj0jNZiTsJgsBuH8RDUKZOner9sZhT4LcR6Y24z0IltlDCmdLu/tIJzFHg7lFn02svUSsBoRKst956g7xvhzMsf/hLaaMI1tszj8EuLggEE2lsg8S+YMzkM9fBxBoz0ixLZZ0Hy4+ZMeccFY2JTWb7ERAEhp6EXgihQehwXAyJtSL0ZKuvvrobPXq0HxMlGQQa9KNWAsIEHjujoFLUAbbiIQiMMfidEmbsGbTTq1DREZgDDjjAV3jiICQIAps20GtSuVG12EqJOFqYhA+Z3MvpBRDAtdZay/8YKD+0iSBYWmPNNf3xL//xFzdixAg/E1/3eYqqUSsBYQkqagoz3lS+urR8tNIIBeMLNjfgiBCwwIjZZnoL1Clc61GdcB+RAyXxWefBclau6TEYwyBoeoaGg96DRUgYARA8jiGhpvGT0Kuuuqr/oUuea3qPzqiVgFjUqWAx56LeUEm1rRGqEyoWYwEG7/QkVHJW5jEeYQBP78E9hIRekzSIR6+BmolfE/foOeSs2A3fff9d1GPN8Ok06I5aCkideg+AiRahYGwhlQZLFWGYaTnqe7iPuqQdPzhChEsISC+8nzY/lkRpdNvuqMEAaicgEg4qUR0KV/yKV/Eu/i1pwAwB+40KJ0zXNo24NIV2HKj1Y29x8RqsiFoKiK0Iwx3il8pvK7HCJBQc6RlsvPBc13rexuFIOKT36hz4ZyKKYrWftfcbxKO2KladoMoqEuy1vW/DdAzJhutcR52H8IKRcK9BPGo7SG8QD4SD3qRBOWgE5E+IpB6kQXY0AtKgQQc0AtKgQQc0ArKSoVG+sqERkJUMzfgkGxoBadCgAxoBadCgAxoB+ZNCE4aWFN4gPf5EAtIUvIWEwrqV6LoRkvT4EwgIhS0avhiKSimhCKlBejQqVoMGHdAISIMGHdAISIMGHdAISIMGHdAISIMGiXDu/wFI56OeMSM4egAAAABJRU5ErkJggg==)
The lower portion of the graphical representation of the wave represents the ____.
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMgAAABmCAYAAACOTt4AAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAFxEAABcRAcom8z8AAB3JSURBVHhe7Z33lx01lsfNXzD7N3D4bc4QDMMM7DI2DhgODHBg95xlwcbkaHIwOeecwQaTc7DJOWdMNAaMTc65bTAm2EZbH/X7vr4tV71X8XUXrm+f21WlUqluSbrS1dWV3gjXoI0//vijdTb8kIY34gznb6gjaiUgTQVo0GvUQkAkFI2ANOg1aiUgDRr0GrURkOXLlzeCkoAmX6pDbQRk2bJl7Yoggakryq7QadNrGpnsqIWAqGB//vln9/7777tff/21tgLCd4jKRJo01cjYuN2eWdlRGwEBn3/+uTvzzDPdwoUL/XUdCzesoFWgqfTloVaD9DvvvNOtttpq7oUXXvDXdYMEo2pVh/SrfsfKgmEvILaQd911VzdixAh32mmntULqAQmFYMdTVcEKiUggfOnSpbH3GgxGDXqQ/sL75Zdf3JgxY9wqq6zitt56a/fjjz/68DpAFZVKqYo5lOD9VmAbJGP49yCtv99//91dddVVbuTItd11113nflmypP9+hsqmuPaY5flOCNOxaasychzOFVM8h9+SBzatMtPU0Z4nQfHC+HFkYa9rICBRxfL/nZs/f4HbePwE98EHH/hrwMekqXg2HqSMsZlRBpSm3qEw1Ko6QPyXjbLStOl0OhfFISk8DrUSkDmvv+H+9c/13bvz3/XXFt30eu71QjhIH144Cj/88EP7XUXeS5qYui0tWRwdFy92y5YWE8CffvrJLY7SqTPI17IbohqMQfo/HLz5xhy3ybgJ7t1589yrr77q7r//fvfwww+7vr4+f79TxQsrpgSlDCgdjhIQMH/+fHf99de7GTNmuE8++cRXwt9++83P4+QBafP8IPq1n6xApgFjum+++cbz9OCDD7pLL73UXX311W7WrFnu22+/bcUaPiBPKet77rnH3XLLLe6JJ55Y4ZvJf1TxMlELAVEP8vZbb7uNIwGZesihbu+993Ynn3yymzhxojv77LM7Vro4QSBMVCZUaF999ZXba6+93IUXXuiee+45d++997ojjzzSCwoI318GLzZNS3HAWICAMZ7bd9993ZNPPukeeeQRt/vuu7vLL7+8FWswktJKC54nf6CsaT300ENu7Nixbv/993ebbbaZGz9+vJ80LgrLU0igHj1IS0AWLHjPrbvO393WW27lW5Mvv/zSPfPMM+7www/3rWAS4gpDGZO1oDqBtJTeDTfc4E455ZT2pCa93Hnnneduuukmfw0U31JRJKWpoy38jz/+2B122GHteSXCOYfvsCXmeeVXN1L8kHiehgzKogqhSh588MHuoosu8r3yU0895Y466ih3xRVXtGJkg/gBNBTws0LPHBFxaiEgwrxItfrH2uu4hx96uBXSDzJtypQp7sMPP/TXKkiBwrDXgOuy9FXS4p0QQA2gAL/77jt/LaDjn3rqqe7ZZ5/117bC9Qri8fvvv3dTp071LXMIejxULSoJsPyJ306UFE+w5xZxcZYsWeI1hYsvvrjNO0A1PPHEE93NN9/cCkmPNLwItRIQxiATxoxrW7Hsx6FD0/IBVTwhSUDKmpMgDQkbLS9qyt133+2vQzz66KPeXQbAZ1lC2g3wKAKPPfaYb5Xt+3WPFvXYY491c+bM8ddx+Vc19L6XX37Zbbvttn68FOK1115zkyZNavfSVaBeAjLnTTdh3Ea+xwBUMLUqX3zxha+Yr7zyir9WBnNcFggCgkFFDgUpL0hD6TB4PO644/xEZlzaqAtnnHGGL1xQFg/dYHmkZzjmmGN8TwHs+5WffIdttRXHplM1MCScdNJJ7r777vPXyivxBM466yzfY1eFWgkILdrYURu6ee+8469VWMqwmTNn+gyz8HGWRfdNoSIwSyMB+YMMX168sC0fVLznn3/eh9uCBMQBd911lx/AoyYAhfcKL774ojvooIMG8S2IF4SIHubtt9/214KeKRtxaSIYDMp1j54MXm2P9umnn7bHUFXwVbMeJBKQ0WP8WASQIZAKGB0fNeutt97y18DfjwQEYbBAaJYvLUd1kJqCVYXeQQPcpLQZsO+2227u1ltv9ddl8NAN9h2XXXZZe+xhwzmHlJ+33Xab70WEKvkM06aXP/74470pH8CTeLMEJDhV8FcrAZkbqVgbjRk7SEDsEUyfPt2PRwDhy8g4eokg8/wzZDC3+IuubTpZoIKiMJn3AN3SYrCOqbpXED+ofoceemjboNGJT+IwkGeZAcibP1mgvPzss8/cEUcc4c3lQOEAPkRCeL8s1K4HGb/hQA9ioUx588033YEHHugnuwizGRcHxeFYJGNpxbC2MKgE3dJiHEULiYpQNWw+MB/De+MsVCF4BhO6jB9Vw/KJFQ1TOVD5JKFbXhdB7QRknFGxLGwmISBYi4AyPAk8ZykvPvroI3f66ad79SptWrfffrtf49JLYEC48cYb/XknPhU+e/Zst88++/Rkdt3yg2r3xhtv+PMkHnuBP42AWNxxxx2DKkGVUPpYfZg1B2lbPOZDLrjgAn/eC6BesZZG+deJT4XzDEKlnrFK6J3M0WBs4TjUKEVA+DBRt8pRBN0ERL0FrR06vtaMVMWP0mVAec4557jHH3/cX3eDnmOwjlCFS4jL5lfpLViwoO1GQlhcWXEdhjGgZ2xXJex76bU0VzTUKCwg+jB93HAQECos9vN33+33+q2KH6VLS4dJVH5WacHz9CBUXF1XAaWLew5qHSCsW1npHqZeKqzytwpYPphkZawECO/EY9XILSBiutsH2Ps2XqdngH1O6DYGgVSIVAR8dqqE+GNWGjVE5t6Q7ziIT9TB0N0jzfN5gC/T008/7c/TVHbxwbgKA4ScA6viT8DHShOp4bvyvpvn8jxbWEDAokWLvD5N5mOdCT1rbVzLKEd8bWjxUTc4CnGtW5pBugr+pZdeqtSGT3pKkwLFKzYLxCcVwfIJyuYV4BdGryqXDb2j07vsPVQsGT4Ir4JHQG+MepxmCUMWiOe4etUJpYxB+ChmkHGX5sgEUzeIWSoyYwZmdzVmEPRRQtpBOsDTl4Eerh1VQHxR8XC3t6scs+Drr7/2apZm1avC66+/7q1sYeUIry3sPXpjeiCh03N5oPTgE69noaz3kI6EI0uapQgIFZtCZrB55ZVXuqOPPtqHzZ0711dUJnveeecdbwnBvwbbP/cQDNzVERJaKCo+ejyTRJofsB+TRUDIjHPPPbc9DsmCNJmo+7i/4NhHTwiyZD6AT3qQvAKWFri3WFf7NLDfQj6ef/75bTN22VCaLIaSbxVhZb0rb1qlCAiCce211/rKj7sH8xDMKOPSQPg111zTvmYCiAEtvQwVnWt0eDZkwHkOM+QDDzzQdgm3yCIgAFeOtJalEGkzk3mMSy65pHWVD1QKjQ3KqhAhmBHvtGamGxhf0QNpBr4K8A74VNmXmRdDLiAIgFpRVqgxAztt2rS2gNBFM3BmWef222/v9WEqOhUMZzOsFmQ+ahFOavQ4IbIKCILH+/IgbWbS+su1PW+BUnFpIKoCFW+//faLbXTSQN9FA4cKVBVoXFl1KV+6vPkZB9Kit86KXAISMs4gncxDraKiIxyYBZk8Y3yCYGDKxFeJikAGYBWhRWKpJyoWC18Y3FOhmRuQw58FvljjY3yxkoBaQOsu61IIni9SCDQIqHFyv8+Sln0334Ogic88BRkHpYM6yzxN0XEOjRy9XVVg5pw6ERp5UoPsNEVg8xgDUFI96ITcPYitDFhGDjjgAO/mPXnyZK+roi7Rc1B5KHzGGsxuM4hHb8cmz+CWDQ24ZgyCGZEehdV4gn0PC6bGbrih37QB2HtxQOXj3XJ4C2EzMA/ee+89b8GKE+ZusO+l4tLbaua4bAHB+qRZ/iLfSzkVVSc7gR6u0IQkn2Y+j28lDzgidNZKmha5exCb0Qy2qej0EKgLDLJRuxgY0ltg50d4aIFQR1jUxDn3WMPBYifULCoczoZaIKP36F1zEJDRAwKSBhgPKNgqgNGBnrMoKEQaC/WMZQmIQK9OgwRsuWUFDQ2e0lVtD0TvpLU0uRAICPkoAcn73YXHILyYFhQJDTMOj1Gklvu05lzTzXGN+ZVnCVfXR0+EcMgxTh8nZBEQVbJbbr3FPRgN+m3GCUUyDmBg0HqFosD6h6oJyhYQenTp9UXTpgfRzH/ZYP6j0E4lFGVrARzlyreGdSgrCgmIKphlgHMqfJqCCBnHtEtvY9O1ceZGPQHu7m0B6fDdeu71115zZ5xymlu0cJG/tgjTzwr0ZXo8kDctPYMVqwp/Jxol1Ct6dVDkewG9EbP/ZUH8MJ/E+FSNbC4+eaT1GM9DRRuEQoP0Th8RMhgyq/s2ngjYuAKD9HH/2rC95LYTSBMseHe+O/G4491XX644DlGcPKBnZHyDelgGUDtZd1GEpzjQK6P+0lOXAcaSLLgqG/h72YnIXCDrWtmnepVnYG5RWMXqBjGq87gjsMKRBDZt2GjMODc/qvRpwdrzIw8/wt14Y7ZJsm5AMFCL8gzQ44AFkDkgWcTKAuOvvKbuOKBeMRGM5bJMMAZlSqBsUKdsPcuKSgUExjoxp/sQH9JNNesXkPF+LMJ2mwv7+rwxIIkoRNajT9lrb3fkEUf6NHgH76NFxd8n7rk46jPnjLdoSVGJEBB7Lw8tioQDfvbcc08/iwyPWXiLo76FfZ43DCVXzLiilDQRYlShE044wY+X4Jl9h+PiZqGlS39vLR67y/fM8B4XLyvxvfAY1jGdc+yGnggIxCARdwpMmnSn6O4h8zpPwoL5C9w//76u23KLLd0uO+/idpi8Qz/tEEOTJ/vjLrvs4tZZex23/nrr+51EJm430e20005ucnQPk3R/3O40uX0+2ae5+eabuw022MD/qM/AvZwU8bDzzju7v/71r27TTTf1Gzp43uLipiSeh7cJEya4UaNHlZImfO4Y0RprrOE232Jznw+TtydNSzHPrUBRvB0m+3wTn2PGjnGbbLJxf35G9+KfS0kRj0xGsy2ttoGScIQC0k1QKlexAMJA94lJFHMjLSVmTaQ8DfQB7y14zwvIvzfbzO20405u+0nbRzTJbx4Wkr83cZIvgN2iTF/XC9YWbufoue22225wPH9MR5OiNHeMCmGD//wvt/VWW7X4iI+bheDrf7b+bzdyrZGe7x2iihcXLy1NjioIFfEf667rtvnfbSKei6Xn8yvia5eddnZb/HtzN3rUaN9IEWYp7tmQBuJP9N86MaI1/7aG+79ttukvs4xlEhK8UsbbROmx+CoOEgwJTBJ6MgZhi0gmq9DZsahgS8dlwUqzEMeswuZGgrbR2PHu1ahVwNrRF3XvEN18SH0/9Lm+76PuP+pmsWBdPm26mx2pBYt/Wuwn5AbiZaefIlXjwvMviPh4dRAfRYg0+b5jjz7Gr29HPYyLl5r8dy905519rntr7two/Z/i46Ukn19RfqIBvPryK27GFTPcj4t+bIeL4p4NycZf2LfQWy+nXzbNffLxJ/2qEWUX81xaUtmiDqIOU39svaK+2TrXCZULCEKAasOkGnomLiYMyFCvQMh8CO7oLr5YE8aNdx+8n93z9fHHHndPPvFE66oY0JNvu/W21D1gWvz++29+4VVZ8wzwd+0110bjtZyuGwmggTnpxJN8PpQBDAnXXH1N62p4oScqFtu34KGLNQWXCvyukPA0sALSvy/WODdv3oALuxUtxYWiDrR9BPyeyLTp0/y54IWzFS8NKS3GUphO1QqF8fISmH755W7mrFn+nD29lnse4+N3IoB6EecaEhc/FbUasp8X/+ydSvF8AMv/iPiMYqwQ31AI0lL+Ma8ijwT2MOsvl8HPpyEgHtVLpO0pktATAaGbw8cK13MyFUFhoVBa6OMHBGRgJl33gDIKGiiw/hhyk5DHsYV9LolIj8oKZuNi0hK2ZS2xKUoqxpmzZrpTW7/i2y8g8fGTyPPpz/o3W8Bh1CJv5YMsmNSTWZYU4Z84A/k+mARVYAFLG2ZjbR8KwmdTk/82zgYQvi8rejIGASycotdAtWJRlCxYaaBYWQSkTa13MKM8LdJz4yb2VngmiVppPfrYo+6ulot7UoXIShKQ2S/PdpdNu8yrL7zPUxSengaqCD133HY9Kz6TjixIWw6QQn+8eH6FsMwxHWMNs2UKwufTUF7AE4Ia8gZ6MgaBBDHhCz6GoTioyEMBURqdiC6WI7jhxhv80l6g+/a8GwmoV9rUzKtAJRFAkFFftEOK+M9CgJ6SCsyAH8TFy0uA9TqHHHLIoHFYXNyQFE9gYtS64ofxi1BakMe2jlpULiDSA8WEvU77EdHn+mNeAYEA4yD94Iru2/NupLi4mFRV8QAbYGtXdeVTFgL8ehQqJS00iIuXlwAuLHvsscegrY7i4oakeAJqN8sihDB+EUqCjdOtLuYSECWOGkAGMQAO93ZSpVRcyBa2hIWjwgRde2p9AAhXFA6Kl0CKB5g0CjceSEvigQE6hgY7lomLn5WA3sESAAmyzbO0BLAY4roShgMblocA5cZOLuqR8/KJ6V8e0XFx8lJZyC0gZAiEKwMtFRsC0GrZ+7bb4lqw5zaOwPMK9x/cip91ya2gDKM1pfWXBU3hWcB6l6oWDYkf1kRoS9IsPCou+jTCUaYPVhyY29IG03nyEuMNamDW8uwlcqtYquRUGIgtf1hdxyCYD0Y3pWfhSIVEZWANCGs9WAJKGC7Y6J70QlRettknHpNkxEHPtQKEu/tGBQQEMIOvddV8Q5aCZVKQ8QHfC/JUijRggktLmLNA/LDUeMcdd6x8ozfKh8bCNnhpIH7mvTPPrzBFUIYrCvUggJWB6PYQv5jKTuCYdGkFaR2wcbPPEXomAkHLSKuD8LCem43TCGPQyzVxsbzQ9ZJ5dtIsr4AAFQr8qEtH+LJUHkzU/ASxXQNSFmxa5C2CrB45LZQGZUJZlO1xG4LGjbJDoLNAv+o1685ZlS7hLQOFBYSFPmQS3S2rAZkJZgCHKiP9koVFrCFAGFg1xg+jYJ/nHPs3zyNQeMeyLhkbO5sscy1rEShDQBBMBJdrUVogXPx0WdUVD6Df0yunhf0WBvn6IZ+qQRmRpyB1XkbRqD/UFTv+GI4oRUAYh3BNyyq9l0Kiqycu2/ngbsIvKmHWw2MTIaG3QN3BbMpgj8EpahYCoy1qtDQXMAZBQLKsSQ+BjxLCa82KacFmEkk/sl82EA7yIS34DhENT5w5u0yo/OHTbvTWFa04+GDhNq+N/argsQwUFhA2Z9O+tOxkwq8XobqwAB9VC+Ggy2ejONzMmd1lQI8KQSvHNRWPzRxojfDLIdOJg8VI69NB3kG6oMqCFcpWoCTwjfpOxgOMP2R+rRqoV8wPyFom3pMgPlFJydus45es0PsYK9LAxRlbBMu3zmkYyc84Z8LhhNwCIqLiy46NGZXCoVIzc05FRK1i7ytaGdQl3N0RBgQBL07MmcTjPkLB+INeA/WMtFHXhKICokLlXXgYd4MVEN7J5ge9AhWOhsPOt3SC7tPgiM9uzxSB8gV1E1cRa8FMA8qWTS8AaVXJaxEU6kEgBAG1iDAsVmQUrR7XCACqDJlIHOKj4jBYJw6VAKsXflkQaXEfEJ94mCyFMnoQQKvHToO2lY0rIMIUTmHSw/USvI/5DCGOxxCM36q2slnwDsaYGGl0nQTd48g4kHLQdafnhhKFexAh/MAiH5z0bFEBEZjgRL/XfrhJLZjCODKvIINBkW/LAtRABFlm0G7vReCx/NHQgF7xiUYwZcoUf847495LmNQwGlF6cKmPf8oeJA2FccNrhQF7rQyz90FZPQjAasYuIvg+gfBdQGGoOaxjsWtYegEqPBt9a7+sbu/FvZ25KFB1pSNtpY+mgF+W9R8LQVyFowbKmGPTGY4oJCD2PC7MnieFCUn3FQbKFBBUP6xqmjS079K5rtkEW3p9r1o7vYMBMGpTJygubjT66TL4pMWuilfSFQHGj1LtJAj23ZwrHCuilsLaNIYjcgnIUKEsFUtgthpdGKigVJBSBzjH2oKFDvSqMFWZtOO9fghI4UC8Au5jQdTEKuFQr/hlLgTzslYZijeOlk/Gmph3rXVyOGOlFBBVGpaO8lMN2pZTBQmpoOlhUHOkivUKqliAnfJl8UFwVdm4L0HGMpdl3qRMwAfGFARUPQP5F9eDYdqX1TO8F6LT/W7PloWVVkCUwZilUWMAYRIQVUJ05dB61avC0Xuo/PykBEJKmISCc8XhV66YsAW94k9QXrF7vyo/YRIQyw+eCNqgWs8lodN39OobV1oBUSXDzLz77ru30+SeCo6xx/7777+Cr1EvCod3iLD2MNeg3+YI38+cAoNkxlX2uV5B+YX1jB9G0twN4eKD/Mbrm++w+6H1ks88WKkFRIXDjDWuL7ZFw3MX06UdIPeyMFV5xBOWLBxBQ2HFo3bUqFHtn4yw39AriFdAD8KYSQ2QQGMzcuTIdu/Ry7wsgnoLSME8ViExcKQFxkTKYBw/MPR+1C/bKg8F9F6OVD54YsxEK8yReRLmFHptgraw+UMvwiAcnzW8n+FL8zlaaKbxXZWgoRAhrDqHT3svifRM/QWkYH0gEwAuLbR82267rd+2ElOkJuhsbzMU0Lvhg/kYzNMMdvmxVPR+3R9KHoHej/EDd3sIPz16YvzryGu8KsLepWrkyRc9s1L3IICMUIGhVtEq43FsZ68p2DyZXBbs++nRUFNwEqVlFu9DyZ+gvAK4HeGkiquMfuGLe7pfFzQC0kEAVKBJ93sFvZ+jYFfhDXUPZwEvtofotXm8bDQC0qpYHEVAlRIqKiA2XUB6quwKVxx7T9A93bfgWuEchxriJe4b0oB4aUiIC+uEuGc7oX4CsqERkBKgTAozTkd7nhdxz6oChRUJJPUINoxzXYfncVCcpPtlwr7LUhLsvTB+eC4o3IYBG2bv2TA1JiKF23OhdgLCj3hWLSCCDY+7nxZYclgXwx5QrLrEikMhyeVfYDYaihOaOFiexGsSv0n3w3hlwr6j03vsvTBe0nMKj7sfdy88D5+zYfZerQSEwd6YMQM9SPiRwxUIAVYx9rJlXTtOfcxnsJDMjiVYLCa3Fys4wJpG+W4JkV0vo5YxDoSLhKS4DQZQrx4kan3Hjh3b/hHPOhUwZlk2qGANNp7BTPAxecb2R2zPw0Ix3O+Z60BoaASYU6D3wWERnzDmaxAC0mCOgQEwS4BZmiy1LKn3UV7h1FhkX7CVDbUUECpXHUAFVCXE3MlsONfatQUXcZwQmUCj0jNZiTsJgsBuH8RDUKZOner9sZhT4LcR6Y24z0IltlDCmdLu/tIJzFHg7lFn02svUSsBoRKst956g7xvhzMsf/hLaaMI1tszj8EuLggEE2lsg8S+YMzkM9fBxBoz0ixLZZ0Hy4+ZMeccFY2JTWb7ERAEhp6EXgihQehwXAyJtSL0ZKuvvrobPXq0HxMlGQQa9KNWAsIEHjujoFLUAbbiIQiMMfidEmbsGbTTq1DREZgDDjjAV3jiICQIAps20GtSuVG12EqJOFqYhA+Z3MvpBRDAtdZay/8YKD+0iSBYWmPNNf3xL//xFzdixAg/E1/3eYqqUSsBYQkqagoz3lS+urR8tNIIBeMLNjfgiBCwwIjZZnoL1Clc61GdcB+RAyXxWefBclau6TEYwyBoeoaGg96DRUgYARA8jiGhpvGT0Kuuuqr/oUuea3qPzqiVgFjUqWAx56LeUEm1rRGqEyoWYwEG7/QkVHJW5jEeYQBP78E9hIRekzSIR6+BmolfE/foOeSs2A3fff9d1GPN8Ok06I5aCkideg+AiRahYGwhlQZLFWGYaTnqe7iPuqQdPzhChEsISC+8nzY/lkRpdNvuqMEAaicgEg4qUR0KV/yKV/Eu/i1pwAwB+40KJ0zXNo24NIV2HKj1Y29x8RqsiFoKiK0Iwx3il8pvK7HCJBQc6RlsvPBc13rexuFIOKT36hz4ZyKKYrWftfcbxKO2KladoMoqEuy1vW/DdAzJhutcR52H8IKRcK9BPGo7SG8QD4SD3qRBOWgE5E+IpB6kQXY0AtKgQQc0AtKgQQc0ArKSoVG+sqERkJUMzfgkGxoBadCgAxoBadCgAxoB+ZNCE4aWFN4gPf5EAtIUvIWEwrqV6LoRkvT4EwgIhS0avhiKSimhCKlBejQqVoMGHdAISIMGHdAISIMGHdAISIMGHdAISIMGiXDu/wFI56OeMSM4egAAAABJRU5ErkJggg==)
PhysicsGrade-7
Physics
The upper portion of the graphical representation of the wave represents the ____.
![](data:image/png;base64,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)
The upper portion of the graphical representation of the wave represents the ____.
![](data:image/png;base64,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)
PhysicsGrade-7
Physics
Rarefactions are the regions where the ____ is low.
Rarefactions are the regions where the ____ is low.
PhysicsGrade-7
Physics
Compressions are the regions where the ____ is high.
Compressions are the regions where the ____ is high.
PhysicsGrade-7
Physics
The pressure of a medium _____ when a longitudinal wave propagates through it.
The pressure of a medium _____ when a longitudinal wave propagates through it.
PhysicsGrade-7
Physics
The density of a medium ____ when a transverse wave propagates through it.
The density of a medium ____ when a transverse wave propagates through it.
PhysicsGrade-7
Physics
In the graphical representation of waves, the variation of density and pressure is plotted against _____.
In the graphical representation of waves, the variation of density and pressure is plotted against _____.
PhysicsGrade-7
Physics
In a transverse wave, the particles of the medium vibrate ____ to the direction of wave propagation.
In a transverse wave, the particles of the medium vibrate ____ to the direction of wave propagation.
PhysicsGrade-7
Physics
Match the following with the correct response.
1. A moving disturbance | A. Mechanical waves |
2. Propagation require material medium | B. Oscillatory motion |
3. Particles vibrate perpendicular to the | C. Transverse waves direction of wave propagation |
4. Back and forth motion | D. Wave |
Match the following with the correct response.
1. A moving disturbance | A. Mechanical waves |
2. Propagation require material medium | B. Oscillatory motion |
3. Particles vibrate perpendicular to the | C. Transverse waves direction of wave propagation |
4. Back and forth motion | D. Wave |
PhysicsGrade-7
Physics
Light waves are _____ but not _____ in nature.
Light waves are _____ but not _____ in nature.
PhysicsGrade-7