If 25^(n-1)+100=5^(2n-1) find the value of n

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If 25^(n-1)+100=5^(2n-1) find the value of
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If 25^(n-1)+100=5^(2n-1) find the value of n
If 25^(n-1)+100=5^(2n-1) find the value of n
If `25^(n-1) + 100 = 5 (2n-1)`, find the value of n :
  1. ENC COACHING CLASSES
  2. If 25^(n-1) 100=5^(2n-1) find the value of n
  3. If `25^(n-1) 100 = 5 (2n-1)`
  4. find the value of n :
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Комментарии
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Very beautiful explanation sir I was stucked out in this question for 2 days I watched many videos but your explanation is best 😊😊

gaming_w-abhay
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Thank you sir mai ye question pata nahi kitne ghanto se solve kar raha tha thank you

Shivi_agrahari
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Best explanation..loved it😍😍🥰
Keep it up👍👍

johnbarman
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Thank you 😊 very much sir aane to mere saare doubt hi clear kar diye mein class 8 me hu maine bahut si video dekhi but solution itna effective and simple nhi mila but aapka ka solution to simple and understanding hai bahut hi jyada

shreyashianddipeshsingh
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Keep it up
Issi trahah se padhade te rho
You will become 100% successful 👌👌👌👌

krishnaverma
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sorry sir but without LCM value transfer nhi hoga
last line me
2500=4×5^2p
625=5^2p
5^4=5^2p
4=2p
p=2

garimaverma
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Thank you so much I was stuck in this problem from 1 hour

shrutsharma
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Sidha rakh lo phone neck pain karna lag gai hai👋👋👋

priyani
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Kon mobile ulta karkar dekh rha hai😂😂😂

umapal
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Sir you had shot the video upside down.

sushmitamazumder
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Nice ...May Allah bless u .. keep it up . Keep going

talimhussain
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Thanks sir I am also stuck in this question
And my half year paper is tomorrow
Thanks alot sir 🙏🙏
For this easy solution

BINDUKUMARI-itmp
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Tum math ko magic bol rahe ho wo bhi joker ki tarah

VIRESHBHASKAR