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Question
কোন তাপমাত্রায় শব্দের দ্রুতি
0
°
C
তাপমাত্রায় শব্দের দ্রুতির দ্বিগুণ হবে?
720
°
C
819
°
C
840
°
C
919
°
C
ANSWER : 2
Descrption
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eGJVshMA8ivRdL1fTpb670WylkefSlijnVwflDLlfmP3uB1rorUFT+F30vt0YkbOaM1Huo3VzDJM0ZqPdRuoAkzRmo91G6gCTNGaj3VzN14wGm+OItB1a2+ywXsQbT7wtlJ5B9+M/wB1hxgd6uMJTdoivY6GXUrSHUIbGS5jS6nVmihLfM4XqQPbNc38SNVXQvBOoarFYrdXccJhgPlbihf5ScjkDnn6VhmdNW+N815uH2Pw1pbRzS9lllOSD64QZ9q7jTdSs9Z0uC/0+Zbi0uE3xSAcOvrg10OHsJwlvs3/AJfcLc5P4a+KPD0miab4Z0nUZLu7srRQ5e3dN2OpyQB1Nd7moFVVPyqo+gxT91Y1pxnNzirXGlZEmaM1Huo3VkMkzRmo91G6gCTNGaj3UbqAJM0ZqPdRuoAkzRmo91G6gCTNGaj3UbqAJM0ZqPdRuoAkzRmo91G6gCTNGaj3UbqAJM0ZqPdRuoAkzRmo91G6gCTNGaj3UbqAJM0ZqPdRuoAkzRmo91G6gCTNGaj3UbqAJM0ZqPdRuoAkzRmo91G6gCTNGaj3UySZYYnkkbaiKWY+gFAE+aM1zB+IHhkddUT/AL9v/hUln448P6hdw21nqKyyznbGojb5j9cUuZdzX2NS1+V2OizRmo91LupmRJmjNR7qN1AEmaN1R7qTdQBLuozVcTozFVdSw6gHpTw1A7NEuaM1HuqjrGrRaLo9zqNxHJJFbJvdYwC2O/WjYEnJ2RpZozUEcoljV16MARUMmpWcN2lrLdwpcSDKRNIAzfQdTSukNRbdki7mjNRbqjmu4LZN9xNHEpOAzsFH607k7uyLOaM1BHOk0YkidXQ9GU5Bp26gCXNGai3VUuNXs7XUbWxnmCXN3u8mMg5faMn9KBpN7GhmjNQ+YCxUEZHUU7dQIkzRmo91G6gCTNGaj3UbqAJM0ZqPdRuoAkzRmo91G6gCLdRuqLdRuoAl3Ubqi3UbqAJd1G6ot1G6gCXdSb6j3Vn61b6jeaa8Oj6gunXLMuLgwiXaM8gKeM00ruwFUeH2X4gt4jFwoRtPFo0OOSQ+7dn0xVbTdNj0Pxh4g1fUNQtY01V4BDG0gVlCJt5z3JPaqL+Bbm/H/E68X69djvHBOtsh9sRqD+tS2vwz8H2sglbRILqYEHzbwtO3Hu5NdbnBKznfS2i/zJVzsd1Y+veJ7Lw6Lf7ZFeTyXLMsMVnavO7kDJGFBx+NaYbiq9/Ncw2E8lhAtxcqhMUTybA7Y4Bbtz3rlja+pRQ0LxBf6zcSGfw/e6XaKoMct6yK8h9PLBJH1Nbm6uMt7/x7eXkKyaRo+mW4YGaSa6e4Yr3Cqu3n6nFdduq6sVF6W+TuJEu6jdUW6jdWQyXdWX4h8Pab4o0l9O1iDzYWIZSp2tGw6MrDkEetX91G6qjJxfNF6gci3hi18G/D3XLfRPtN3cS288zzTt5s1xIUPLEAZPYcVqeBbdrLwDodvKpV47GIMrDBB2jIIrZ3VUu9X0/T4y99fW1uoGS00qrx+JraVapUi4vVt3FazNDdS7qztM1ex1mzF3pV3Dd25YqJYX3KSOvNXN1YNNOzGS7qN1RbqN1ICXdRuqLdRuoAl3Ubqi3UbqAJd1G6ot1G6gCXdRuqLdRuoAl3Ubqi3UbqAJd1G6ot1G6gCXdRuqLdRuoAl3Ubqi3UbqAJd1G6ot1G6gCXdRuqLdRuoAl3Ubqi3UbqAJd1G6ot1G6gCXdRuqLdRuoAl3Ubqi3UbqAJd1G6ot1G6gCXdRuqLdRuoAl3UhIwc8io91BagBl0q/ZJsKM7Djj2rE8C7P8AhB9KIC8W45rXvHcWUxhTzJNh2oD9444FZvhSyl0vwpp9pcrtmjhHmKf4WPJH61m176Z0qX7hq/VfkzTt9X0+8kMdpfW87gkFY5VYjHXoath68j1LxD4bbx1ZPpdvDENPmZ557W3zJcOQR5ahRkjJyT0r0rStS/tOwS6+zXFqHJxHcJtfHrilTqKbaXQ0xGElRjGbT1XU0t1G6od1LurU4iXdijdURak3UActeaT4JutUuGlubNLxpN06xX3ltu/2gGHNdFpl5p89qE0u6huIYf3ZMUok2kdicnn61Fc6Tp17n7ZYW1xu6+bErZ/OprW0tbGHyrK3it4/7sSBR+QpJWN51FKCV2/UubuKwPHE8cXgXWDMyqDaSKM9yVIA/E1s7qzdd0S18Q6cLK/aRYhIkv7ptpypyKUruLSJoyjGpGUtkyxoJkHh3T/tAZZfs0e8N1DbRnNefa1Bpupf8JhqmqqvmWbC3tJCcPEyJldpHOSx7da9KQCONUBJCgAZNYcng7QptabVJbFXuWcSNuYlC46NtzjPvis6kHJJHVh8RCnOU5XV+3re3zNPQXuW8PWBviTcm3Qyluu7aM1xfjR5odZvLzUtFn1Kygs8Wh2q0ETnO5nyeD05x0rv81Q1rSoNd0a5026eRIbhNjNGcMB7UVKblCyIw9eNOtzyWj/zMj4bWktj4CsEuF2NIGl24xgMxI/Q1n+I2S48YWNrol3dyar9piluEjuGMNtCv3iy/dG4cY6nNda1sy6UbS2mMLCHy45QOUOMA49q4zTPh3eWKzRv4nvljnYvMbdFjklY92c5JNS4yUFFI6KdWlOrUrTlZu9lbv8A5HoG+vKPHviSSLxtppskltX08OstzNDlUVyFLqO4Hr0+td/omg2mgwyJaSXErSsGkkuJmkZjjrk/0pToGmnVLrUHtw9xdxCKZnJYMg7YPAFFaE6kEloZ4OtRw1ZymuZWdum4zw9ollpiy3lrdTXs94FaW6ml3mTHTHYD2Fbe6ue0Pwrpvh68nn0wzos4x5LTFo0Gc/Kp6Vubq1hdLU5a0lKbadyXdRuqLdRuqzEl3Ubqi3UbqAJd1G6ot1G6gCXdRuqLdRuoAj3Ubqi3UbqAJd1G6ot1G6gCXdRuqLdRuoAl3U1y3lt5ZUPg7d3TPvTN1G6gDz/XtW+Inh/w/fahOPD88dtGZTIglDKo/wBk9fzrovCFlq0Fg97reuPqst8qSqoiWOOAYzhAPr3Pam+PLae+8A63bWkTTTS2bqkaDLMcdAKyPFN5p2i/DS2l8Q3F3axW8MSlLWYxSSSbMCPI55P8q9CNq1JQikm3bRa9CdtTu91LurzT4W+LxqGi6fpDC+vp44Xee+KloYzuysZkP3mAOMjPSvRt1ctajKjN059BxlzK5LupN1R7qN1YjJd1G6ot1G6gCXdWNrWkahqlxC1lr13pkSKQ8dvGh3n1ywOK1N1G6qjJxd0BzB8Cx3Df8TLxDr16vdGvfLX/AMcCn9aZZeEPBFpqxsYtPsZ9RSMStHcN58oQnAb5ySBmq9p4j1LQPEw0bxbLFLb3rMdO1FE2Kx6+S46BgOh71ieD/Eeif8JDrmvapqtrBcape/ZrNJpQGMEfyrgehbJr0OTESjKTbatpbrci6uemRpDbQ7YkWKNR91RgAfSszQPFujeKFuG0K9W6FuwWXCMu0nkdQK0ixKnbgnHGa8u8IaH4+0zWbua6ttLgGoXn2i+unkLs6DgIijAXjoTWFKlCpCcpSs1td7jbZ6xuo3VFuo3VyFEu6jdUW6jdQBLuo3VFuo3UAS7qN1RbqN1AEu6jdUW6jdQBLuo3VFuo3UAS7qN1RbqN1AEu6jdUW6jdQBLuo3VFuo3UAS7qN1RbqN1AEu6jdUW6jdQBLuo3VFuo3UAS7qN1RbqN1AEu6jdUW6jdQBLuo3VFuo3UAS7qN1RbqN1AEu6jdUW6jdQBLuo3VFuo3UASZozmo91G6gCC30vT7SV5LWyt4Xc5ZkiUE/lVvNR7qN1CVtinKUt2SZpd1RbqN1BJJuozUe6jdQBJmjNR7qN1AEmaM1Fvo30ATbqTNR7qN1AEu6jdUW6jdQBLupN1R7qN1AEu6jdUW6jdQBJml3VFuo3UAS7qN1RbqN1AEu6jdUW6jdQBLuo3VFuo3UAS7qN1RbqN1AEe6jdUW6jdQBLuo3VFuo3UAS7qN1RbqN1AEu6jdUW6jdQBJuqG6tLa+h8m9t4riLOdkqBhn1waduo3U02ndAJBbwWsKw20McMSDCpGoUD8BUu6o91Jmhtt3YE26jdUW6jdSAl3Ubqi3UbqAJd1IWqPdSbqAKeu6Hp/iPSpNP1aATQPz1wynsQex968u8YeDNaa/wBK0Xwv4ftzpFmsbNcySKHlZSSA7/e2g8kDrXru6l3V2YbF1MO7x1XZ7EuKZR0CDU7XSIk127jur4ktI8SbUGT91R6DpWnuqLdRurllLmbZRLuo3VFuo3VIEu6jdUW6jdQBLuo3VFuo3UAS7qN1RbqN1AEu6jdUW6jdQBLuo3VFuo3UAS7qN1RbqN1AEu6jdUW6jdQBLuo3VFuo3UAS7qN1RbqN1AEu6jdUW6jdQBLuo3VFuo3UAS7qN1RbqN1AEu6jdUW6jdQBLuo3VFuo3UAS7qN1RbqN1AEu6jdUW6jdQBLuo3VFuo3UAS7qN1Q7/WopbyCAHz5o48DJ3uBxSbSGk3sW91G6s2w1mw1Rphp13Fc+Q2yTy2yFPpmru6nuDTTsyXdRuqLdRuoES7qN1RbqN1AEu6k3+9Rbq5+6v54PH1lbCZ/s9xZOTFn5dysPm+vNJuxpTg5tpdFc6XNJuqMvgZPSuftfG+i3U8MBuvIlmJEaSjG7kgc9OcHHrSlJR3CFKc03FXsdLupd1VzJhc9qrWmsWF+zpZXkM7Rna4jkDFTRzJbkqLaukaO6jdVSa9gtyguJo4i5wodwNx9s9akWQMoKkEHoR3qhWdrk+6jdUW6jdQIl3Ubqh30bqAJt1G6qk15BbLm4mjiGcZdgP5097iOOMyO6qg5LMcAfjSuh2ZY3UbqzotY0+e6FtBfW8k5BIjSUFiB14qzLMkUTSSsERAWZmOAAO5pg4tOzRY3UbqwrPxZouoX4srLUoJ7hs4WNs5x1wehrX30k09ipQlB2krE26jdUW6jdTIJd1G6ot1G6gCLdRuqLdRuoAl3Ubqi3UbqAJd1G6ot1G6gCXdRuqLdRuoAl3Ubqi3UbqAJd1G6ot1G6gCXdRuqLdRuoAl3Ubqi3UbqAJd1G6ot1G6gCXdRuqLdRuoAl3Ubqi3UbqAJd1G6ot1G6gCXdRuqLdRuoAl3Ubqi3UbqAJd1G6ot1G6gCXdRuqLdRuoAl3Ubqi3UbqAJd1G6ot1G6gCXdRuqLdRuoAl3Ubqi3UbqAJd1G6ot1G6gCXdRuqLdRuoAl3Ubqi3UbqAJd1G6ot1G6gCXdRuqLdRuoAl3Ubqi3UbqAJd1G6ot1G6gCXdRuqLdRuoAl3Ubqi3UbqAMeTwvaSyOz32qneSSo1CUDntjPSsCz8N6QvxAurV7NbiJLBJALgmXDFyCfmzXb5rldGaafxFrusvFIyoRawIBguseScZx1Y/pWM4xutDuo1anLJ36HUW1tBZxiO1iSFP7qKAP0qfdXO6L4mOq6ncWE2n3FlPBGspWYqcqTgfdJwfat3dWkWmrxOWpGcJWnuUNS16PS7gRzWV9KrLkSW9s0q/T5ckH8KvWl2t5axzxpIiyDIWVCjD6qeRWdqt/f2UkLWenNfQtkSiKQB19MA4BH41STXdWmuUjh8OXKRlgHeeeNcDueCc0cyvYv2blC6X4nR7qXdUO6l3VRgSlq5XU3x8SdGA5JtJsj05H+FdLuqs1latqS35hU3Sx+UsncLnOPzqZK5tSqKDbfVNfeReIriW38L6nNB/rUtZGTA5yFOK4jVLbSV8BW1hpRhnv9REEcOxgzs4wN3qAACfzr0RsMpDAEHgg1m2fh3R9PvmvLLTreC4brJGgBrOpCUnob4evGlGzvvf19Sv4tmvbfwXefYVZ7nygmYwSwBwGYY7gZNcT4Wgsbz4i2zaZZSWltZWQwZEKNKQNu4j8Tz3xXqBNZWnaHFYazfam8zz3F4QMv0jQdEX2qJ0nKpGXY1w2LjSo1INatO3zIPGFzokGlb9dtors8iCFkDOznoFHXP0pfBNld6d4Wt7fUAUlyziItkxKTlUz7Dis/XPBsmsa8uqR6vPayxoFjVEVgnuM1e0Lw7LpFw1xc6vf6hM6bSLiXKLznIXoDVLm9pdoUpUVhVCM7vdqz37I6PdWfq+o3en28cllps2oM0m144WUMq4PzfMQD6fjVvdRmtnqjgi0ndq5zsnibW9wFv4Tvm45Ms0SD+ZrfRpLvT189Ht5JY/nVX+aMkcgEdx60/NI3KkA4OODSSa3Zc5xl8MbfecB4o0XSkaLR9Pga+1i+IUS3ErStCmeZCSTjH867v7LDLp4tLqNJ4tgVlkXcGx6g1xVv4J1u11C4u4PEe2W5fMs32cGQjPQE9K7W3RobeON5GlZFALv95vc1lTTu21Y68VOPLGMJ81vXc5S1tbRviiF062hgj06xIlESBctIeBwPQV192hns5Yht+dCvzDI5Hcd6ydE0OPR5Lybz3ubi8nMss0gAJ9F+gHFP17+2WsU/4R5rdbkSqW+0A7SnORx+FVFOMW2ZVJqpUiovZJXZyvgiyh0/Xrm01qFl12JSUdseW8XTMQHAHrXoW6uT0rQNVbX49a8Q30M1zDE0UMNtHtRFY88nk9K6jdipoxcYvQrG1fa1ea93bXt8vIl3Ubqi3Ubq3OIl3Ubqi3UbqAI91G6ot1G6gCXdRuqLdRuoAl3Ubqi3UbqAJd1G6ot1G6gCXdRuqLdRuoAl3Ubqi3UbqAJd1G6ot1G6gCXdRuqLdRuoAl3Ubqi3UbqAJd1G6ot1G6gCXdRuqLdRuoAl3Ubqi3UbqAJd1G6ot1G6gCXdRuqLdRuoAl3Ubqi3UbqAJd1G6ot1G6gCXdRuqLdRuoAl3Ubqi3UbqAJd1G6ot1G6gCXdRuqLdRuoAl3Ubqi3UbqAJd1G6ot1G6gCXdRuqLdRuoAl3Ubqi3UbqAJd1G6ot1G6gCXdRuqLdRuoAl3Ubqi3UbqAJd1G6ot1G6gCXdRuqLdRuoAk3VmeIDq39jyL4fWI3jEBTK2Ao7n61f3UbqTV1YqEuWSla5w+j6N4ssrd4oBYWUszbp7yV2nllPr6V3UW9YkErb3CgMwGMn1pu6jdUwgoKyNq9eVaXNJJehJmjNR7qN1Wc5JmjdUeaM0ASbqTdTM0ZoAk3UbqjzRmgCQtmjPFR5o3UASZozUe6jdQBLuo3VFuo3UAS7qN1RbqN1AEmaM1Huo3UASZozUe6jdQBJmjNR7qN1AEu6jdUW6jdQBLuo3VFuo3UARbqN1RbqN1AEu6jdUW6jdQBLuo3VFuo3UAS7qN1RbqN1AEu6jdUW6jdQBLuo3VFuo3UAS7qN1RbqN1AEu6jdUW6jdQBLuo3VFuo3UAS7qN1RbqN1AEu6jdUW6jdQBLuo3VFuo3UAS7qN1RbqN1AEu6jdUW6jdQBLuo3VFuo3UAS7qN1RbqN1AEu6jdUW6jdQBLuo3VFuo3UAS7qN1RbqN1AEu6jdUW6jdQBLuo3VFuo3UAS7qN1RbqN1AEu6jdUW6jdQBLuo3VFuo3UAS7qN1RbqN1AEu6jdUW6jdQBLuo3VFuo3UAS7qN1RbqN1AEu6jdUW6jdQBLupN9R7qpalYyX8aLFfXNmUOSbcqC3scg0nsVFJuzdjRL4HJxUQu4WkCLNGWPRdwya4XxLo/9nQ2U0mpX92ZbyOKTzpzt2MeeBgV0Vj4V0TTrxLu0sUSdfuuSSR+ZqIzk5WsdM6NKNNT5m736dje3Ubqi3Ubq0OQl3UbqiZ8KSewrCt/GGm3Uyx26XkhZtoIs5MdcdccUnJLcuNOc/hR0W6jdUO/NLupkEu6k39ajLVxd/rmuXf8Aa1zpctta22lllZZELvMyrk55+UVE58iNqVGVW9uh3G/PSjfVDTrpr3SrW6YbTNCkhX0yAajh1eGbWLnTgrrNbojkkcMGz0/KnzEcju12NTdSbqoX+p2mlWbXOoXCQRKcbmPU+g9TWXZeNNJ1LU4rCyeZ5pQxG6IqBgd84o5op2uVGjUmnKK0RtTanaW95Daz3MaTzkiKMty2OeKtbq4u68JH/hK7fXrjU/kgcvIswwAOcBT0AGa6yK4jniWSGRZI2GQyNkH8aUZSbfMrF1qdOMYunK91r5PsWN1G6ot1G6rOcl3Ubqi3UbqAJd1G6ot1G6gCXdRuqLdRuoAl3Ubqi3UbqAJd1G6ot1G6gCPdRuqLdRuoAl3Ubqi3UbqAJd1G6ot1G6gCXdRuqLdRuoAl3Ubqi3UbqAJd1G6ot1G6gCXdRuqLdRuoAl3Ubqi3UbqAJd1G6ot1G6gCXdRuqLdRuoAl3Ubqi3UbqAJd1G6ot1G6gCXdRuqLdRuoAl3Ubqi3UbqAJd1G6ot1G6gCXdRuqLdRuoAl3Ubqi3UbqAJd1G6ot1G6gCXdRuqLdRuoAl3Ubqi3UbqAJd1G6ot1G6gCXdRuqLdRuoAl3Ubqi3UbqAJd1G6ot1G6gCXdRuqLdRuoAl3Ubqi3UbqAJd1G6ot1G6gCXdRuqLdRuoAl3Ubqi3UbqAJC1G6o91JmgDnvHG+bTbK2hRnmmvIgoUE4wckn24roLi8gsrfzLueOGNRy8jBQPxNOzWV4hutPtNIkudXgW4giIIRkD5boMD1qLct5HRGTqKNK39Ml0/xNpWq3z2lheJPNGu5gucY9j0Nau6vO/COprqviaS+e3kV2jKRpFHiK3Qerd2PHSu/3VNKfPG5eLoKhU5EJcmc20gtGjWbafLaRSVB9wCDisI3Xipm8n7Bpqf8ATwZ2K/XbjP4Z/Gt4tSZzVSjzdTCE+XomEBl8hPtLI0u0bygIXPsCTU26oSeeDil3VZDJGfCEn0rzO+tNS1DTL/X7JmEN+7R3VtCOTADjcPVsA8+hr0gnNc23grT8usd3fxQOSTbx3JEfPJGPSsK0HNWR24StGi23+Vzd065t7jSraWxYNbNGvlkf3ccVh2snm/Ei9MRyqWEaORyA29jj8q3LS2hsbWO2tUEcMShUQdAKdHBDFNJLHEiSSHLsqgFvrVuLdvIwVSMXK3U5rxdcraa7o11dwTTWkJkJWOMvl8DbwPxqh4VFzrfjS/1m+h8oQIIY48/cJ7fUDr9a7gnPWqthp9rpkLxWUYjR3Mjc5yxOSah0m5p30OmGLUKLppatWv5Xuznmhbxb4huo7x2XStOk8v7OrY8+TuW9h6Vp6ZNouiXi6Jpr/vZnaXyEYv5fGTn+6OOBUF94O0u9vZLoG4t5ZjmQ28xQOfUir+k6Jp+ixsthbhGb78h5ZvqTyaIxmndr5iq1aUoWTdrbdPU1t1G6ot1G6tzgJd1G6ot1G6gCXdRuqLdRuoAl3Ubqi3UbqAJd1G6ot1G6gCXdRuqLdRuoAj3UbqjooAk3UbqjooAk3UbqjooAk3UbqjooAk3UbqjooAk3UbqjooAk3UbqjooAk3UbqjooAk3UbqjooAk3UbqjooAk3UbqjooAk3UbqjooAk3UbqjooAk3UbqjooAk3UbqjooAk3UbqjooAk3UbqjooAk3UbqjooAk3UbqjooAk3UbqjooAk3UbqjooAk3UbqjooAk3UbqjooAk3UbqjooAk3UbqjooAk3UbqjooAk3UbqjooAk3UbqjooAk3UbqjooAk3UbqjooAk3U1grrtcBh6EZptFACoiRjCKqj0AxTt1MooDceWo3UyigB+6l3VHRQBJupN1MooAfuo3UyigCTdSbqZRQBJuo3VHRQBJuo3VHRQBJuo3VHRQBJuo3VHRQBJuo3VHRQBJuo3VHRQBJuo3VHRQB//Z"></figure>
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