Question 106
This question consists of a question and two statements numbered I and II. Decide whether the data given in the statements are sufficient to answer the question.
What is the 57th number in a series of numbers?
I. Each number in the series is three more than
the preceding number.
II. The tenth number in the series is 29.
Solution
Using $$a_n$$ = a+(n-1)d
=> $$a_57$$=a+56d
From 1, the value of d can be obtained.
From 2, an equation in a and d is obtained.
Hence, both 1 and 2 are necessary to calculate the value of $$a_57$$.
Get AI Help
Create a FREE account and get:
- All Quant Formulas and shortcuts PDF
- 200+ previous papers with solutions PDF
- Top 5000+ MBA exam Solved Questions for Free
SNAP Quant Questions | SNAP Quantitative Ability
SNAP Functions, Graphs and Statistics QuestionsSNAP Progressions and Series QuestionsSNAP Number Systems QuestionsSNAP Profit and Loss QuestionsSNAP Logarithms, Surds and Indices Questions
SNAP DILR Questions | LRDI Questions For SNAP
SNAP Verbal Ability Questions | VARC Questions For SNAP
Free SNAP Quant Questions
SNAP Quadratic EquationsSNAP GeometrySNAP Functions, Graphs and StatisticsSNAP Number SystemsSNAP Venn DiagramsSNAP Time, Speed and DistanceSNAP Logarithms, Surds and IndicesSNAP Progressions and SeriesSNAP InequalitiesSNAP Linear EquationsSNAP Data SufficiencySNAP Averages, Ratio and ProportionSNAP Profit and LossSNAP Probability, Combinatorics
