For characteristic `X` - ray of some materialA. `E(K_(gamma)) lt E(K_(beta)) lt E(K_(alpha))`B. `E(K_(alpha)) lt E(L_(alpha)) lt E(M_(alpha))`C. `lambda(K_(gamma)) lt lambda(K_(beta)) lt lambda(K_(alpha))`D. `lambda(M_(alpha)) lt lambda(L_(alpha)) lt lambda(K_(alpha))`

For characteristic `X` - ray of some materialA. `E(K_(gamma)) lt E(K_(

1.	For characteristic `X` - ray of some materialA. `E(K_(gamma)) lt E(K_(beta)) lt E(K_(alpha))`B. `E(K_(alpha)) lt E(L_(alpha)) lt E(M_(alpha))`C. `lambda(K_(gamma)) lt lambda(K_(beta)) lt lambda(K_(alpha))`D. `lambda(M_(alpha)) lt lambda(L_(alpha)) lt lambda(K_(alpha))`
Answer» Correct Answer - C `because E(K_(gamma)) gt E(K_(beta)) gt E (K_(alpha)) rArr lambda (K_(gamma)) lt lambda (K_(beta)) lt lambda (K_(alpha))`

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For characteristic `X` - ray of some materialA. `E(K_(gamma)) lt E(K_(beta)) lt E(K_(alpha))`B. `E(K_(alpha)) lt E(L_(alpha)) lt E(M_(alpha))`C. `lambda(K_(gamma)) lt lambda(K_(beta)) lt lambda(K_(alpha))`D. `lambda(M_(alpha)) lt lambda(L_(alpha)) lt lambda(K_(alpha))`

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