Given: x = √198 × √550 and y = ∛99 × ∛363
Simplifying x: x = √198 × √550 = √(198 × 10 × 55) = √9900 = 10 × 3 = 30
Simplifying y: y = ∛99 × ∛363 = ∛(99 × 9 × 41) = ∛36027 = 3 × 49 = 147
Calculating 1/x + 1/y: 1/x + 1/y = 1/30 + 1/147 = (102 + 2)/4410 = 104/4410 = 0.030303
Therefore, the value of 1/x + 1/y is approximately 0.030303. The closest answer choice is (c)
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150 Mins English English150 Questions150 Marks150 Mins English English150 Questions150 Marks150 Mins EnglishGiven that and y = If then what is the value of (a + 2b)?
If , then what is the value of (a + b) ?
Find the value of .
If
then find the value of (a+b).
If x. Find .
If then what is the value of ?
Which of the following is correct?
(i) √7 + √2 > √6 + √3
(ii) √7 + √2 < √6 + √3
(iii) √7 + √2 = √6 + √3
Find the value of
Find the value of: 26⁻¹⁹ ÷ 26¹⁸ × 26³
The value of is
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Suggested Test Series
