Using binomial theorem, prove that 6n–5n always leaves remainder 1 when divided b|| Worldeez Academy

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Using binomial theorem, prove that `6^n-5n` always leaves he remainder 1 when divided by 25.Using binomial theorem, prove that `6^n-5n` always leaves he remainder 1 when divided by 25.
Q: Using Binomial Theorem, Prove that 6^n-5n always leave remainder 1 when divided by 25.Q: Using Binomial Theorem, Prove that 6^n-5n always leave remainder 1 when divided by 25.
Using binomial theorem , prove that 6^n−5n always leaves remainder 1 when divided by 25Using binomial theorem , prove that 6^n−5n always leaves remainder 1 when divided by 25
Binomial Theorem #importantquestions| 6to the power n -5n divisible by 25 and leaves remainder 1||Binomial Theorem #importantquestions| 6to the power n -5n divisible by 25 and leaves remainder 1||
Using binomial theorem prove that \( 6^{n}-5 n \) always leaves the...Using binomial theorem prove that \( 6^{n}-5 n \) always leaves the...
Using binomial theorem, prove that 6^n−5n always leaves remainder 1 when divided by 25 .Using binomial theorem, prove that 6^n−5n always leaves remainder 1 when divided by 25 .
Using binomial theorem, prove that `6^n-5n` always leaves remainder 1 when divided by 25....Using binomial theorem, prove that `6^n-5n` always leaves remainder 1 when divided by 25....
"Binomial Theorem Proof | 6ⁿ – 5n always leaves remainder 1 when divided by 25" class 11""Binomial Theorem Proof | 6ⁿ – 5n always leaves remainder 1 when divided by 25" class 11"