Which is larger among x and nx if both x and n are real numbers?
(The question is to be read carefully. Here x and n are real numbers, so both can have the values of not only positive integers but also negative integers, zero, proper and improper fractions, irrationals, π, etc.)
(The question is to be read carefully. Here x and n are real numbers, so both can have the values of not only positive integers but also negative integers, zero, proper and improper fractions, irrationals, π, etc.)
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We are given two real number that are variables actually here =X and nX
SO HERE IF X AND N ARE POSITIVE NO. EXCEPT 0 THEN nX will be greater than X.
X AND nX IS EQUAL WHEN X AND n HAVE VALUE 0.
WHEN n AND X ARE NEGETIVE NO. THEN NX WILL BE GREATER THAN X.
IN CASE OF IRRATIONAL NO. IF BOTH n AND X ARE IRRATIONAL THEN THERE IS A CHANCE OF HAVING VALUE OF nX GREATER THAN X.
IN CASE OF FRACTIONS nX WILL BE LARGER THAN N IF n AND X HAVE SAME VALUES.
HOPE IT HELPS
PL MARK BRAINLIEST
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