JIPMAT 2025Algebra > Hard0123✅ Correct Option: 4Related questions:JIPMAT 2025If x3+y3=468x^3 + y^3 = 468x3+y3=468 and x+y=12x + y = 12x+y=12, then value of x4+y4x^4 + y^4x4+y4 will beJIPMAT 2021The value of (25.7322−15.7322)(25.732^{2} - 15.732^{2})(25.7322−15.7322) isJIPMAT 2022Which of the following is the value of mmm for which the polynomial x4+10x3+25x2+15x+mx^4 + 10x^3 + 25x^2 + 15x + mx4+10x3+25x2+15x+m is exactly divisible by x+7x+7x+7?