In finding the HCF of two numbers by division method, the last divisor is 17 and the quotients are 1,11 and 2 , respecti…
Q1 FREE PREVIEW
In finding the HCF of two numbers by division method, the last divisor is 17 and the quotients are 1,11 and 2 , respectively. What is sum of the two numbers?
✓ Correct answer: b) 816
ExplanationAs we know, Divided = Divisor × quotient + remainder Divided = 17 × 2 + 0 Divided = 34 Again, Divided = Divisor × quotient + remainder Divided = 34 × 11 + 17 Divided = 374 + 17 = 391 Again, Divided = Divisor × quotient + remainder Divided = 391 × 1 + 34 Divided = 391 + 34 = 425 The two numbers are 425 and 391 Sum of two numbers = 425 + 391 = 816 Hence, Option B is the correct answer.
Practice more SSC CGL Quantitative Aptitude PYQs
See every question on HCF and LCM, or browse the full SSC CGL question bank.
See all questions on HCF and LCM →