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Surds and Indices Questions for Railway Exams

Railway Surds and Indices Questions bring together the Surds and Indices questions available from Railway papers on PrepShots. Practise across the different exams in this group, compare the question mix and open any question to view its complete solution.

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Surds and Indices Railway Questions

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Q1Find the value of m for which it satisfies (24/7)⁵ × (7/24)¹⁶ × (24/7)⁶ = (7/24)^(8m + 4)
RRB Section Controller2025Surds and Indices
Q2If 9 x - 9 x-1 = 72, then the value of (2x-1)/(2x+3) is:
RRB NTPC (UG) CBT-I2026Surds and Indices
Q3Simplify: (3+√6)/(5√3-2√12-√32+√50)
RRB NTPC (UG) CBT-I2026Surds and Indices
Q4Find the value of m which satisfies (14/6)⁸ × (6/14)³ × (14/6)¹⁰ = (6/14)^(9m+9)
RRB NTPC (UG) CBT-I2026Surds and Indices
Q5The simplified value of (98⁶ × 18¹⁴ × 2¹⁵)/(98⁵ × 18¹³ × 2¹³) is
RRB Section Controller2025Surds and Indices
Q6The simplified value of ((63¹⁰ × 2¹³ × 28¹⁹))/((63⁹ × 2¹² × 28¹⁸)) is
RRB Section Controller2025Surds and Indices
Q7Find the value of m for which it satisfies (17/2)⁴ × (2/17)⁶ × (17/2)³ = (2/17)^(4m+16)
RRB Section Controller2025Surds and Indices
Q8The simplified value of ((38⁶ × 2⁴ × 96¹⁶))/((38⁵ × 2³ × 96¹⁵)) is
RRB Section Controller2025Surds and Indices
Q9The simplified value of ( ∛2744/⁴√4096 ) × 4/42 × 84 is
RRB ALP CBT-I2026Surds and Indices
Q10The Simplified value of (∛4913/⁴√1296) × 3/51 × 168 is
RRB ALP CBT-I2026Surds and Indices
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Q11If 2^a = 32 , b⁴ = 81 , and b > 0, then what is the value of a^b ?
RRB ALP CBT-I2026Surds and Indices
Q12Find the simplified value of the given expression. ((2³ × 8²)³ ÷ (4⁵ × 16²))/((32² ÷ 2⁴)²)
RRB ALP CBT-I2026Surds and Indices
Q13Simplify the following. (√6 × √15 - 5√10) + 3√10
RRB Group D2025Surds and Indices
Q14Simplify: (2³ × 3⁻² × 5⁴)/(6⁻¹ × 10²)
RRB Group D2025Surds and Indices
Q15Simplify: ( (16⁻¹ × 8²)/(4⁻³ × 2⁵) )^(1/3)
RRB Group D2025Surds and Indices
Q16Simplify: ((2x²y⁻¹)³)/((4xy)⁴) × ((4x⁻³y⁴)³)/((2x²y)³)
RRB Group D2025Surds and Indices
Q17Find the simplified value of the following expression: (34 × 3-2) ÷ (33 × 3-5) × (36)-1
RRB Group D2025Surds and Indices
Q18Simplify the following. 5¹⁵ ÷ 25^(13/2) ÷ 125^(2/3) + 5¹⁷ ÷ 125^(16/3) + 5³
RRB Group D2025Surds and Indices
Q19Simplify: √(5 + √25 + 5² - 3² - 10) - √4
RRB Group D2025Surds and Indices
Q20Simplify (3⁶ ÷ 3²)² × (3³ ÷ 3⁴) .
RRB Group D2025Surds and Indices
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