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.)
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Here is the answer
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
Here is the answer
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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