Question

$49^{n + 1} . {7}^{n} - (343) ^{n} \div {7}^{3m} .2 ^{4} = 3 \div 343$
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Answer 1

Answer:

If 4n+1.2n-8n23m=38 then prove that n+ 1=m. More Related Question & Answers. If (9^(n)x3 ^(2)x3^(n. play · If log_(10)343=2.5353 then the least positive integer 'n' ... 7^( 8.9)div(343)^(1.7)xx( 49.

Step-by-step explanation:

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Answer 2

Answer:

$49^{n + 1} . {7}^{n} - (343) ^{n} \div {7}^{3m} .2 ^{4} = 3 \div 343$ = 3/343

Step-by-step explanation:

= 3/343

time nahi h I only give answer

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