Which of the following statements is TRUE?
AA perfect cube can end with the digit 8
BIf a number ends in 2, its cube cannot end in 8
CCube of an odd number is even
DCube of any 2-digit number always has 7 or more digits
Answer & Solution
Correct answer: A. A perfect cube can end with the digit 8
(A) is TRUE: 2³ = 8, 12³ = 1728, 22³ = 10648 — all end in 8.
(B) is FALSE: 2³ ends in 8 and starts with units digit 2.
(C) is FALSE: cubes of odd numbers are odd.
(D) is FALSE: the smallest 2-digit cube (10³ = 1000) has only 4 digits.
Keep practising Unit 1A3: Function Composition and Inverses
Browse all Unit 1A3: Function Composition and Inverses questions for AP Calculus AB, or explore more Mathematics topics.
Related questions
How many PERFECT SQUARES lie strictly between 100 and 200?Using prime factorisation, √324 equals:The sum 1 + 3 + 5 + 7 + 9 + 11 + 13 + 15 + 17 equals:Which of the following is a perfect square?Which of the following is NOT a perfect square?Three rational numbers a, b, c are given. Which of the following is ALWAYS true?For which rational number a is the statement 'a is its own additive inverse' TRUE?Using distributivity, the value of (7/5) × (−3/12) + (7/5) × (5/12) is: