Turito Academy

Test Prep

Global form fields

Force constant, K <img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIQAAAATCAYAAABRJ6VcAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAABGJhU0UAAAAQ3ZOC+gAAAt9JREFUeNrtmEFoE0EUhkspIYcgihYPVRQRERERVBRUJJciUoqUCooHEUsRTzkKWlA8FLwoCkLR0oPoKeJF1ItIKCJ60B48iCIepRRUitQQqvF/8AeWZWZ2ZnaT3cb94SObzZvJ7tu3782bnp5c3aYSaMYgV5fpJHiZu6H7tBu88hj3DIzl7vPTBfALLPI4S7oLTjuOWQd+8PO/UBk8BUugDj6Bm2CtwnYVuAPekCmeC0oCYSPYwuN2aBuYAHMOY/rBV9Dr+F/nweOYfktM3zsQEFIbR0AhlFqfK2xfgOHA9yGeC0qyw1awqY0BcR+MOy7YLjGIfPwzGtNviSnNFWr4YZ4AtxR28lacCnyXB/WT48fbfI22/ullduh3nH8zWADFGH5L9GZNrcsw03aD6eqgxlnyIL8wrdWYzqMk6f5j6FwVDGpSZzWloLUNCAnYaY/5L3LdYSuV36werm2varrhB2AHj8+CD4qxEgzXmb5bdjXDnOtpIwF2TFG+Cooxcm4+ZrD79u62drNgj0dAvAdHLexMfkstJTYUY8sWdqoHVFHYLBv+v5HhDGHTapYU53aCb6DPIbArWUmJKlufrLMGHGcpOuIQEPUMB4Sp1ZTF7wznORT6bRLcsLwOk986VjImmKKWNXM0YzixxJsLal5TMooZLhlRreZlBoTsM7wN/Sbj9jrel8pvHXkDprg+KCacIUxvfVVTTwczvKi0bTVlA+0v1wKiA+BzRLlIJVs2NNG92KaS0dIuZp+gRjQr7plQ25mVgHBtNWWD6SGPb4MrHtej8luimtM4W1qbczweANe4ABrwCIgas00fnVimI89oNmMqtC3wDayluFfSTLDVvAd+895k72F7hL2L3xJTmfW5qYjEd8wgUrP2g6uhWm4bEIfBE6a6Oh/6kGHxNE27JZauUkqBELXmcG01V4M/4BF4bWHv4rdcK1SznWofc60M7WNAbMhdkaul0aQn/AfDHwG1hngzXQAAALd0RVh0TWF0aE1MADxtYXRoIHhtbG5zPSJodHRwOi8vd3d3LnczLm9yZy8xOTk4L01hdGgvTWF0aE1MIj48bW8+PTwvbW8+PG1pPnRhbjwvbWk+PG1vPiYjeDIwNjE7PC9tbz48bW4+MzA8L21uPjxtbz4mI3hCMDs8L21vPjxtbz49PC9tbz48bW4+MTwvbW4+PG1vPi88L21vPjxtc3FydD48bW4+MzwvbW4+PC9tc3FydD48L21hdGg+Kp4MfwAAAABJRU5ErkJggg==" class="Wirisformula" alt="equals tan invisible function application 30 degree equals 1 divided by square root of 3" width="132" height="19" style="vertical-align:-3px" role="math" data-mathml='«math xmlns=¨http://www.w3.org/1998/Math/MathML¨ »«mo»=«/mo»«mrow»«mrow»«mi»tan«/mi»«/mrow»«mo»⁡«/mo»«mrow»«mn»30«/mn»«mo»°«/mo»«mo»=«/mo»«mn»1«/mn»«mo»/«/mo»«msqrt»«mn»3«/mn»«/msqrt»«/mrow»«/mrow»«/math»'/>

The value of force constant between the applied elastic force <img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAsAAAANCAYAAAB/9ZQ7AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAABGJhU0UAAAAMyZLetQAAAFlJREFUeNpjYMAEP4D4Pxr+BcRM6ApVgPgCA5EgAIiXEqu4HojLiVW8Cmo6UeAWFs9JY1MI8u0XYk01B+K9xCqOBOL5xCqeBMTJxCpeB8RexCp+B8QcDNQCAG0iFICd+m2LAAAASXRFWHRNYXRoTUwAPG1hdGggeG1sbnM9Imh0dHA6Ly93d3cudzMub3JnLzE5OTgvTWF0aC9NYXRoTUwiPjxtaT5GPC9taT48L21hdGg+PJEFugAAAABJRU5ErkJggg==" class="Wirisformula" alt="F" width="11" height="13" style="vertical-align:-1px" role="math" data-mathml='«math xmlns=¨http://www.w3.org/1998/Math/MathML¨ »«mi»F«/mi»«/math»'/> and displacement will be<br /><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAPgAAACjCAMAAACQRiMNAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAMAUExURf///1JaUpyUlObe5ggIEHNjpXuczs7OzikpIaVrWkIIGaVKWnNze+bv5qXvGUIp3kLvGaWtGUKtGaVrGaUpGXNa7xBarXMZ7xAZrXMxlBApUnvvnHPvWhBr3hDvWnOtWhCtWhBrGXPvGRAp3hDvGXOtGRCtGXNrGXMpGXvv3t73taXOWkrO3kJK3kLOWkqM3qWMWkKMWkJKGUrOnEqMnKXOGUII3kLOGaWMGUKMGaVKGaUIGRAIUnPOWhBK3hDOWnOMWhCMWhBKGXPOGRAI3hDOGXOMGRCMGXNKGXMIGa2trUJCQvf3797W1q2czqVjpaUpWnulnHMpWnuc76VjhKUIWnMIWoSEhK3v3u8ZEM4ZEGtra4SMnBAhEKWllEpKUq2c7+9aEO/OEO+UEM5aEM7OEM6UELW9tWtSY8XFve8ZMe9rpe8pY+8ppc5rpc4pY84ppc4ZMe9Kpe8IY+8Ipc5Kpc4IY84IpToxOhAhIe/Otd73OqVrzkJrjKUpzkIpjKUQpXNrzhBrjHMpzhApjHMQpXvOrXvO70IQY973EN73Y+/OlKVKzkJKjKUIzkIIjKUQhHNKzhBKjHMIzhAIjHMQhHvOjHvOzkIQQu/Oc+9r5u9ac+9aMe/OMe8p5kopGSlrWu+t5u+UMe+Uc++ctRnv7xmt7xnvrRmtrc7Oc85r5s5ac84p5ghrWs6t5s6Uc86ctRnO7xmM7xnOrRmMre/OUu9K5u9aUs5aMc7OMe8I5ilKWu+M5s6UMe+UUu+clBnvzhmtzhnvjBmtjM7OUs5K5s5aUs4I5ghKWs6M5s6UUs6clBnOzhmMzhnOjBmMjK3vra3O763FlHNSSq3vjK3OzqVr76Xva0rv70Jr70Lva0JrrUqt76Wta0Kta973hEJrKaUp70IpraUxpUrvrUqtraVK76XvSkrvzkJrzkLvSkJKrUqtzqWtSkKtSkJrCKUI70IIraUxhErvjEqtjEIxY3NahM7OnM7W73NzUkprSkpra62Mrd73///v/wAAALszMUEAAAEAdFJOU////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////wBT9wclAAAACXBIWXMAABcRAAAXEQHKJvM/AAAKTUlEQVR4Xu2d3XKrIBCABZmBC3gxkGsuSMIl+gb4oHmXZNpxzi7a1vy0J21tYmK+c5qoSVPXZdkfkBRPnjx58uTJIlDdsLE0HB02FgYXSQ2by0Iy5obNRcEFY8IOO4+LjfmRfzRut2ateHyVywSS22DeVRwTDZIGPuw+LDGBcp3Jes9Q1+3dAjr2HdmXWfgBG21BZKFGbf8xqWSgxH/0ZR0I7CUcf/ggRidBtsP2AFmEN7OmpUfahaa+AOxLfey0l6FxTvxxP1YvQuM6nXiuZWjcYQRzyDJsXLuTuHwZGj/DMmz8DIvV+DJs/AyL1fh+sRpfquDPXn1pPHv1pfG08aXxtPGl8YzclsazV18az159aTxtfGks1sa9efj5EOfZM+MWKToRiYXNAue6Ec/3rCVxcaKTVVHSwIR8/Nluh2Q/bqlgwi1L6YMfbzxjRufNhfDmx7toGCMnw+ePy0fkVtIE7X0xpj6O1a1kLK0WMnX/IFav4p6tvV6E6EexunolTPglePWT7Mw6w9ICotgz+Th3iRm6G/YelXP5uEJTJ/qx2/v5fLyMgbX+ob36OY0j9tG9+uc1N/Tqhj5se/9M40DVEIhi+WM4dYV3JVTDDvJlzU3pxJizD6B1qyVVu2bYQ77QOMKdgPZ+96bOZRJGNeMk7L919cavWdjcuVffGO2CLcfN+z8aB5Qmgt13FNs5ryKxhQ/DAeBLGx9Q1DAh7/gmLeVIqYnqzH44APxf4whEset0x149BuLNyqdRjem/Nt5TcSna+/Xq3Sa0bH1wY8plGgdsrJkgzb169VJvmt345C+x8QG1SayVd5mwKo5majcjyS/WOGIdY+Ie27sOaN3RbPpd5EIbf8NCFGvuzrVhrw5PHXnp95FvaRyJ0N49v7OyHH3JHol8048folxiye3uSesdNZRbuxKjbv3bGgcwgCd0N851Zo51KRAjRreQf9fGeyoNAfxe31FAo7T0/iAC+4nGgVyGlnfTyylIrdXhyX7fxgcsBPDpTgL4Tp+q94caB6o+V78HyatVdmcH/MjG34ietXdRho7EQ69ejmtJP9c4ojSWoedfltO4whFjzA/7wI9tfKDMkynm3r9zSqleaToqPf1O44jFyRR30L8fhR2/svGeKgZoRPzIXcwL1awcHRdZJ9A4gLUp5mbs2iDMFvBvNe7cfq9xRMlchp6p6J02MvKtHy+RMYnGEe4FCzONYsGPo0qqmvT7yAQ2PlBqIsQ8p0gqV+eujYwEn0zjgKKhnWcZWmOYpRoz0vJENj6AkynSys4uYbUkeSnFeIr6lBoHFM9TJGendC6NSPW4UDqdjQ/0g8vzM/XqyOVMrPEMRLFsRlFsvzpneaSKaW18AL26QNc2C2OPCc4kHg8I/IXGgaG9zyJta3Dl2Xg8QXlyGx9QGkdYt3Mw9Sjg+kdyHY0DJbo2ur19a9et3jYuUR7j2J39kcYRDqaebl+G5iyFkISAh1/W1S9GNXsmyK0D+FI66eFHSv/98fGfAgH87cvQqgK6Sh1UDP5U40guQ89wNvRf2vgAmvr8poz9ucaR3qvPqxb7xzY+kKdIYuw0n7ztKhoHlFwzsZpRe7+CjQ/gPX0zqk1dS+OAImzNZjPC+tc2zt/TYEWJ3gwB/AxMfVKNKx559tgdboHEikLIlF8qilcMGHNtahaubUob77T3PhdfQLueuLLgQdMhTlSkH7FrsAw9g9nQU2rcUsiAUq1Qbgq6pUqDsLT/C/rtyzoURLHr+uZluUltHIVxLS+skR2omJSUwIFVfkl+DNGWkKuvb12GnrxXJ0kVTZ5XJdOOJ0iKsqb5wd3p1gkmbmvqk/pxS2XASocWKCVdN0X0ssldeDxadgXL0OGW7X1Sje+cJ7XrBsGdGMlKzZGQFbR35m9XoJncj0umC51nxNMvBceuH9r7zRblmNzGlfBF7DU+/pKllRk2xuAI663mTU1p47nCYYXsQHjo1cN4jlU0JxOukFi3jOjjYv81mFLj3GnOfQI9S6O3dHwHSF/VP0MuQ/vm+pJPaePWeelfUFzlIIQb3wFS2E+vsKWpFdefRzKpjSveNH2Lhq2j2W9yNCh/xNbhjT4X9nK7nNnacYn8R1wtH4+n39HyTtnUQpz36lV35PC4wRDQ/XooevJe/TPUFyoH0XG9KX8wH2uAHyXwFWkt+Mv+loNfcJ2aG8Kzj/sUvPEBTH3Y+0BRefh7mlFFPr6e8KdcTeMgGaQvX8HxTv3Ti1P6w0UbbEpkgmUH/dUEh7/1iUt7hxN2pgEqj0vT5NQv49jXbecytCFTUg/PR8DhmtSGnfljo9/w3rA0bI+Ao4yJ91mJlWS/b+hApFS/Ugr/f8nHh8DnvfYPm+EB2NCV1hp33g72r+j8fjwFfFPcwP4h+pWA4PW7kuk6LWQBtm09Du20kDy8/NKX3QOK+/3Io/EUMOH9PCZ4GJSOB7lOAPveJEj6H53uIKuL2amXq8ddn+YThrH96mdyW1+Tx17I6SydNi+akqAf30wO0cmB2Vjy+N++fcjO9FmSS+dyoQeGDoHume8wPYPK4JYmJ+FSvKcICjK6vkeUl2Q4vE4kBA+mAVnjyYXS7McZjp0i2v4W1vRfT6z8JTbOTa15NOYVdX/SGTY/F1zmu2OuCQien6O55KT7d9kErQRXFFGaRltYbrcbrHxpQeEwHEMhSkhB4FIqTjU0DdXsGngvvJpLZCpSvYUP4ruIn6C0aPvfuh425BtyzrXcM3CS1+DWODpiYvFKpKd4a66XRNoislVhnfTEgSzO5Fvy4UVpdLWrjZPGr6QP8EZFvfehgQYEHxCcKl27lleeCaSkgd4cTvOg+PsZDZwlPFnhCpqihT3eFLQNTemSLuKaYkmsxFI6TVrZWG6Ds3BROTciKipMAw8ROsaVsnWoIjPcOriCZUj22pPZrU8vvr5wmTLeC66SB/cfrcklPg2XoVCGdHztCjx7HCoj/UgJDdjO19QS0uXrVeyE6xxBw2C8SRL7jVVR7NN1Gzpitd6gNV5CDDkN4i1qXENWlGRWLpg0hAO63eDkB5LaWMClAZRfB3ADjHK8xSuXF3lyijAC72INbOeLWXTG3GSY9OJGZoNEzcS3EVCuk7H569tVqAvOaOEC5RL6C9E7C5loo5uobIALYbOcSaravEYduWqwCeQxFZIOkq7ZwY0DzSiSoBGj4PDUxiigrYI80HhflfEdWkFBev8kMV0GQONVr/EGNP7mvGK+EugpiLmyhX8TOH9wXwQ9wCbpLXZcLdftWlcSuqgINm6MsmSti1e4GtZx0LTtFOHZa+76K+TQKyro4YrtW1MvHFjH9a38cjhJQF4wR4dYOYN1vtdUewFygwKhZ4dDHqd/0JRQPPgNk5puh+3Z4ppaWcExJLzPr8Ftu19V8NLBMjzzo1R2189NzLm/xW2IW3BBGZzGBw/Kgoqx3cLGsI8SqRwt5Af4gaM4HNrhgS7H/srO28hB4OH5A7qQ6u4JW3dJ0PeInDaCJ0+ePHny5xTFP8RPcZux9+EwAAAAAElFTkSuQmCC" 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Solution for the question - the value of force constant between the applied elastic force f anddisplacement will be (sqrt3)/(2)   (1)/(2)   (1)/(sqrt3)