Question 89

The intersection of two cubes cannot be

Solution

Share

Cubes are a 3-D figure, and so, the intersection of two 3-D figure must be a 2-D figure. 

So, Cube cannot be the intersection of two cubes.

Need AI Help?

View More Questions From Geometry

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 Linear Equations QuestionsSNAP Probability, Combinatorics QuestionsSNAP Functions, Graphs and Statistics QuestionsSNAP Time, Speed and Distance QuestionsSNAP Averages, Ratio and Proportion Questions

SNAP DILR Questions | LRDI Questions For SNAP

SNAP Data Interpretation QuestionsSNAP Logical Reasoning Questions

SNAP Verbal Ability Questions | VARC Questions For SNAP

SNAP Para Jumbles QuestionsSNAP Vocabulary QuestionsSNAP Reading Comprehension QuestionsSNAP Grammar and Sentence Correction QuestionsSNAP Para Summary Questions

Free SNAP Quant Questions

SNAP Data SufficiencySNAP Logarithms, Surds and IndicesSNAP Functions, Graphs and StatisticsSNAP Linear EquationsSNAP Time, Speed and DistanceSNAP Venn DiagramsSNAP InequalitiesSNAP GeometrySNAP Profit and LossSNAP Progressions and SeriesSNAP Number SystemsSNAP Averages, Ratio and ProportionSNAP Quadratic EquationsSNAP Probability, Combinatorics

Join CAT 2026 course by 5-Time CAT 100%iler

Crack CAT 2026 & Other Exams with Cracku!

Enroll Now
Ask AI

Ask our AI anything

AI can make mistakes. Please verify important information.