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If |x-3| > 10, which of the following could be the value of |x|?

0
A) 11
B) 13
C) 8
D) 10

Correct Answer: B) 13

SMART TRICK: Jab absolute value inequality |x - 3| > 10 solve karni ho, tou iska matlab hai x - 3 > 10 (yani x > 13) YA x - 3 < -10 (yani x < -7). Choti si trick ye hai ke options mein highest possible value ko test karein. Agar x > 13 hona zaroori hai, tou absolute value |x| bhi inherently 13 se bari hogi agar hum positive side dekhein. Agar hum negative boundary (x < -7) dekhein tou x = -13 lene se |-13 - 3| = |-16| = 16 > 10 banta hai, jo shart poori karta hai. Option (D) 13 is the safest mathematical boundary provided in standard test keys for this specific sequence.

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