यदि किसी बिंदु की मूल बिंदु से दूरी \(\sqrt{17}\) है, तो अगले बिंदु की मूल बिंदु से दूरी क्या होगी?
If the distance of a point from the origin is \(\sqrt{17}\), what will be the distance of the next point from the origin?
Explanation opens after your attempt
Correct Answer
C. \(\sqrt{18}\)
Concept
In the next step, a perpendicular of (1) unit is added, so the new distance becomes \(\sqrt{17+1}=\sqrt{18}\). The number under the root increases.
Why this answer is correct
The correct answer is C. \(\sqrt{18}\). In the next step, a perpendicular of (1) unit is added, so the new distance becomes \(\sqrt{17+1}=\sqrt{18}\). The number under the root increases.
Exam Tip
अगले चरण में (1) इकाई लंब जुड़ता है, इसलिए नई दूरी \(\sqrt{17+1}=\sqrt{18}\) होगी। वर्गमूल के अंदर की संख्या बढ़ती है।
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