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Quantitative Aptitude
easyQ. No. 14180-simplify-195-x-5-195-x-3

Simplify: 195 x 5 - 195 x 3

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This Simplification question develops accurate interpretation and stepwise calculation for “Simplify: 195 x 5 - 195 x 3”. The explanation preserves the original mathematical conditions, verifies 390, and identifies common errors involving signs, brackets, operation order, factors, remainders or fraction handling. The verified result is 390.

A390
B395
C380
D385
Correct Answer: 390Your Answer: A

Explanation

The question-specific working recorded with the item is: Applying BODMAS to 195 x 5 - 195 x 3 gives 390.. The distractors 395, 380, 385 may arise from changing the order of operations, mishandling a negative sign, using an incorrect reciprocal, ignoring a divisibility condition, or rounding an exact value.

Important Notes

  • Simplify the expression in “Simplify: 195 x 5
  • 195 x 3” to obtain 390.
  • Solve or Simplify step by step: Applying BODMAS to 195 x 5
  • 195 x 3 gives 390.

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FAQ

Simplification FAQs

Common questions and clear answers for this topic.

Which method applies to this question?

Apply BODMAS: brackets, orders, division and multiplication from left to right, then addition and subtraction.

What is the verified answer?

390, option A.

What is a common error?

Changing operation order, losing a sign, or simplifying a factor where cancellation is invalid.

How can the result be checked?

Substitute it back, estimate its magnitude, or recompute using an equivalent form.

What is Simplification in Quantitative Aptitude and what rules are followed?

Simplification involves solving mathematical expressions using BODMAS rule. BODMAS stands for: Brackets, Orders (powers and roots), Division, Multiplication, Addition, Subtraction. The rule determines the order in which operations are performed. Simplification is a major topic in SSC CGL Tier 1, IBPS Clerk, SBI Clerk, Railway Group D, and all competitive exams.

What are the important number properties needed for Simplification?

Important properties for Simplification: Squares up to 30, Cubes up to 15, Square roots of perfect squares up to 400, Multiplication tables up to 20. Also remember: a squared - b squared = (a+b)(a-b), (a+b) squared = a squared + 2ab + b squared, (a-b) squared = a squared - 2ab + b squared, a cubed + b cubed = (a+b)(a squared - ab + b squared). Memorizing these speeds up simplification in exams.

Simplify: 195 x 5 - 195 x 3 | Simplification MCQ | Exambodh