Question & Answers
Simplify: {(a+b)^-1}^0.5 x {(a-b)(a^2-b^2)}^0.5
Simplify: \(\sqrt{(a+b)^{-1}}\times\sqrt{(a-b)(a^2-b^2)}\)
Solve: x ^ 0.5 + (x + 13)^0.5 = 91/(x+13)^0.5
Solve: \(\sqrt x+\;\sqrt{x+13}=\frac{91}{\sqrt{x+13}}\)
Rationalize the denominator (5^0.5+4^0.5)/(5^0.5-4^0.5)
Rationalize the denominator of: \(\frac{\sqrt5+\sqrt4}{\sqrt5-\sqrt4}\)
Solve the given radical surd equation find find value of x
Solve: \(\frac{6x-49}{7+\sqrt{6x}}=6-\frac{\sqrt{6x}{\displaystyle-}{\displaystyle11}}3\)
Rationalize the denominator involving surds: 1/(a^(1/3) – b^(1/3))
Rationalize the denominator: \(\frac1{\sqrt[3]a-\sqrt[3]b}\)
- 1
- 2
Popular Tags: 7 Days
Upcoming MCQs
Computer Fundamental Multiple Choice Questions Exam Free
- 2024-06-12 03:15
- 15 Mins
- 12 Enrolled
- 25 Full Marks
- 10 Pass Makrs
- 25 Questions
