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" (a) "(2)/(3)+(1)/(7)...

" (a) "(2)/(3)+(1)/(7)

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1."(2)/(3)+(4)/(7)

(2)/(3)x+1=(7)/(3)

Find: 2/(3)+1/(7)

2^(2/3)*2^(1/7)=

Simple form of (1)/(3-(1)/(2-(1)/(7))) is

What is the value of [(2.3)^(3) – (1.7)^(3)] / [(2.3)^(2) + (2.3 xx 1.7) + (1.7)^(2)] ?

2(1)/(7)-3(1)/(14)+2(2)/(7)=?

[{((1)/(7^(2)))^(-2)}^((1)/(3))]^((1)/(4))=7^(m), is -(1)/(3)(b)(1)/(4)(c)-3(d)2