Find the value of- l2 - m10 at l - 7 and m - 9-

Given nbsp;expression: nbsp;l2 nbsp;+ nbsp;m10l nbsp;= nbsp;7 nbsp;and nbsp;m nbsp;= nbsp;9Value: nbsp;72 nbsp;+ nbsp;910 nbsp;= n ...

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Variable and Constant

Find the valu...

Question

$Find the value of : \frac{l^{2} + \sqrt{m}}{10} at l = 7 and m = 9$ .

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Solution

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Similar questions

l^{2} + m^{2} = 1

l + m

tan θ = \frac{m}{n},

θ = \frac{K}{L}

\frac{L^{2} - K^{2}}{L^{2} n^{2}} \times (m^{2} + n^{2})

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=

=

=

∠ D A C

x

∠ B

y

cot x = \frac{m}{10}

m

l^{2} + m^{2} = 1

(l + m) =

l = log \frac{5}{7}, m = log \frac{7}{9}

n = 2 (log 3 - log \sqrt{5});

l + m + n

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