If -18225-135- then the value of -18225-182-25-1-8225 -0-018225 is

Given √(18225)=135 √(18225)+√(182.25)+√(1.8225) +√(0.018225) #160; =135+√(18225)√(100)+√(18225)√(10000)+√(18225)√(1000000)=135+13510+135100+13 ...

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Multiplication with Vectors

If √18225=1...

Question

If $\sqrt{18225} = 135,$ then the value of $\sqrt{18225} + \sqrt{182.25} + \sqrt{1.8225}$ $+ \sqrt{0.018225}$ is

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\sqrt{18225} = 135,

(\sqrt{182.25} + \sqrt{1.8225} + \sqrt{0.018225} + \sqrt{0.00018225})

Using (135)² = 18225, can you calculate these powers?

(i) (13.5)²

(ii) (1.35)²

(iii) (0.135)²

5

8

18225 m^{3} .

sin ({sin}^{- 1} (\frac{3}{5}) + {cos}^{- 1} x) = 1,

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