IPMAT Indore 2023Modern Math > Mediumnπ+π4,nn\pi + \dfrac{\pi}{4}, nnπ+4π,n is an integer2nπ+π4,n2n\pi + \dfrac{\pi}{4}, n2nπ+4π,n is an integernπ4,n \dfrac{n\pi}{4}, n4nπ,n is an integernπ4+π4,n\dfrac{n\pi}{4} + \dfrac{\pi}{4}, n4nπ+4π,n is an integer✅ Correct Option: 2Related questions:IPMAT Indore 2023The inequality log23x−12−x<1\log_{2} \frac{3x - 1}{2 - x} < 1log22−x3x−1<1 holds true forIPMAT Indore 2023If log(x2)y+log(y2)x=1\log _{\left(x^{2}\right)} y+\log _{\left(y^{2}\right)} x=1log(x2)y+log(y2)x=1 and y=x2−30y=x^{2}-30y=x2−30, then the value of x2+y2x^{2}+y^{2}x2+y2 is ___________.IPMAT Indore 2023The numbers 220242^{2024}22024 and 520245^{2024}52024 are expanded and their digits are written out consecutively on one page. The total number of digits written on the page is