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If (2^(m+n))/(2^(m-n))=16 and a=2^(1/10)...

If `(2^(m+n))/(2^(m-n))=16 and a=2^(1/10)` then `((a^(2m+n-p))^2)/((a^(m-2n+2p))^-1)=`

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Knowledge Check

  • If (2^(m+n))/(2^(n-m))=16,(3^(p))/(3^(n))=81 and a=2^(1//10) then (a^(2m+n-p))/((a^(m-2n+2p))^(-1))=

    A
    `2`
    B
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    D
    `1//8`

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    A
    20
    B
    40
    C
    60
    D
    80

  • IF ""^((m+n))P_(2) =90 ,""^((m-n))P_(2) =30 then (m,n)=

    A
    (10,3)
    B
    (9,2)
    C
    (8,2)
    D
    (7,3)

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    if .^(m+n) P_(2)=56 and .^(m-n)P_(3)=24 , then (.^(m)P_(3))/(.^(n)P_(2)) equals

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