SSC CHSL 202191)If a2 + b2 + c2 + 48 = 8(a + b + c), then what is the value of \(\sqrt[3]{a^3-b^3+c^3} \)?
4
SSC CHSL 202192)If x4 + x-4 = 47, x > 0, then the value of (2x - 3)2 is:
5
SSC CHSL 202193)If a - b = 7 and a2 + b2 = 169 where a, b > 0, then the value of 3a + b is:
41
SSC CHSL 202194)x, y are two positive numbers such that x > y. If x4 + y4 = 706 and xy = 15, then the value of 2x + 3y is:
19
SSC CHSL 202195)If \(a-{24\over a}=5\), where a > 0, then the value of \(a^2+\frac{64}{a^2} \) is:
65
SSC CHSL 202196)If x = 555, y = 556 and z = 557, then find the value of x3 + y3 + z3 – 3xyz.
5004
SSC CHSL 202197)If 3a - b = 1 and ab = 4, then the value of (9a2 - b2) is:
7
SSC CHSL 202198)If a + 5b = 25 and ab = 20, then one of the values of (a - 5b) is:
15
SSC CHSL 202199)If \(\sqrt x+{1\over\sqrt x}=2\sqrt3\), then what will be the value of \(x^4+\frac{1}{x^4}\) ?
9602
SSC CHSL 2021100)Given that 3√3x3 - 8y3 = (√3x + Ay)(3x2 + By2 + Cxy), the value of (A2 + B2 - C2) is:
8