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Very nice class sir🙏🙏
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A option hoga sirVery helpful continue please🙏
Math of king 👑by Ankur sir ❤❤❤❤🙏🙏🙏
Option -aaaaaaa.
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ANS 1
Sir thank u for the class . Sir ghatank and karani class 4 unavailable ku hai. Plz available kr diziye. Plz😊
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Sir math ki pedagogy kb karoge...pls reply me
A answer
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A correct answer
1000*1000
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101
Good morning sir
Sir please Quality ka 240 option rakhiye other classes bhi dekhna pdta h 🙏🏻
Hi
Last question ka answer. 10³⁶/10³⁰=10⁶=(10³)²=(1000)² option AAA 💯💯💯 Hoga guru ji 😊🙏
option(A)=(1000)2
\[(1000)^{12} \div (10)^{30}\]Step 1: Express 1000 as a power of 10.\[1000 = 10^3\]Step 2: Substitute \(10^3\) for 1000 in the original expression.\[(10^3)^{12} \div (10)^{30}\]Step 3: Apply the exponent rule \((a^m)^n = a^{m \cdot n}\).\[10^{3 \cdot 12} \div 10^{30} = 10^{36} \div 10^{30}\]Step 4: Apply the division rule for exponents \(\frac{a^m}{a^n} = a^{m-n}\).\[10^{36 - 30} = 10^6\]
Sir I request you that pls.. open the download option
Option A is correct= (1000)²
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Nice class ❤❤❤ thank you so much sir ❤❤
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10101
None of these
Thanks sir ❤❤❤❤❤❤ very nice session ❤❤❤ guru ji
Thank u so much sir Nice session 👌
good morning sir
1010
Very nice class sir🙏🙏
Love you sir ❤❤❤🙏🙏🙏🙏
Ksuti class h ji🎉🎉
Yas tayar hai
A option hoga sir
Very helpful continue please🙏
Math of king 👑by Ankur sir ❤❤❤❤🙏🙏🙏
Option -aaaaaaa.
Bhut acha class
Aaaaaaaaaa 💯🔥🔥
Nice class 🙏 🙏 recorded dekhti hu main 😅
ANS 1
Sir thank u for the class . Sir ghatank and karani class 4 unavailable ku hai. Plz available kr diziye. Plz😊
Sir htet krado yrr daily
Sir math ki pedagogy kb karoge...pls reply me
A answer
Most helpful 👍 class ❤❤❤❤sir 🙏🙏🙏🙏🙏... continue sir😊
A correct answer
1000*1000
Sir paper 2 ka question karaya kriye
Aaj ki class helpful thi thank you sir
Your class is too good for us thank u Ankur sir and team AM ❤
101
Good morning sir
Sir please Quality ka 240 option rakhiye other classes bhi dekhna pdta h 🙏🏻
Hi
Last question ka answer. 10³⁶/10³⁰=10⁶=(10³)²=(1000)² option AAA 💯💯💯 Hoga guru ji 😊🙏
option(A)=(1000)2
\[
(1000)^{12} \div (10)^{30}
\]
Step 1: Express 1000 as a power of 10.
\[
1000 = 10^3
\]
Step 2: Substitute \(10^3\) for 1000 in the original expression.
\[
(10^3)^{12} \div (10)^{30}
\]
Step 3: Apply the exponent rule \((a^m)^n = a^{m \cdot n}\).
\[
10^{3 \cdot 12} \div 10^{30} = 10^{36} \div 10^{30}
\]
Step 4: Apply the division rule for exponents \(\frac{a^m}{a^n} = a^{m-n}\).
\[
10^{36 - 30} = 10^6
\]
Sir I request you that pls.. open the download option
Option A is correct= (1000)²
😊2
Classe kese leange
Nice class ❤❤❤ thank you so much sir ❤❤
😊aaAaaaA
10101
None of these
Thanks sir ❤❤❤❤❤❤ very nice session ❤❤❤ guru ji
Thank u so much sir
Nice session 👌
good morning sir
1010
Classe kese leange
101