B10_Let 1/16, an and b be in GP and 1/a,1/b,6 be in AP where a,b greater then 0. Then 72(a+b)

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Let 1/16, a and b be in G.P. and 1/a ,1/b ,6 be in A.P., where a, b greater than 0.Then 72(a + b) is Let 1/16, a and b be in G.P. and 1/a ,1/b ,6 be in A.P., where a, b greater than 0.Then 72(a + b) is
1/16 , a and b are in G.P , 1/a,1/b and 6 are in A.P then find 72(a+b) | CLASS 12 | JEE MAIN 202... 1/16 , a and b are in G.P , 1/a,1/b and 6 are in A.P then find 72(a+b) | CLASS 12 | JEE MAIN 202...
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Let 3, a, b, c be in AP and 3, a – 1, b + 1, c + 9 be in GP Then the arithmetic mean of a b and c is Let 3, a, b, c be in AP and 3, a – 1, b + 1, c + 9 be in GP Then the arithmetic mean of a b and c is
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Let a b c1 \[{a^3},{b^3}\]\[{c^3}\] be in AP and \[{\log _a}b,{\log _c}a\] \[{\log _b}c\] be in GP Let a b c1 \[{a^3},{b^3}\]\[{c^3}\] be in AP and \[{\log _a}b,{\log _c}a\] \[{\log _b}c\] be in GP
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If a,b,c are in HP then (1/a+1/b -1/c)(1/b+1/c -1/a) equal to If a,b,c are in HP then (1/a+1/b -1/c)(1/b+1/c -1/a) equal to