a=2^(1/3) - 2^(-1/3) ହେଲେ 2a^3+6a-3 ର ମା...

`a=2^(1/3) - 2^(-1/3)` ହେଲେ `2a^3+6a-3` ର ମାନ କେତେ ?

a=2^(1/3) - 2^(-1/3) ହେଲେ 2a^3+6a-3 ର ମାନ କେତେ ?
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[[1,(1+a))2,(3+2a),(4+3a+2b)3,(6+3a),(10+6a+3b)]]=1
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a=2^((1)/(3))-2^(-(1)/(3)), then find the value of 2a^(2)+6a-3
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(2a^(2)-a+1)(a-3)-(a^(2)-6a+3)(2a+2)
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If a=2^(1/3)-2^(-1/3) show that 2a^(3)+6a-3=0
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দেখাও (2a^3+6a-3=0) যদি a=2^(1/3)-2^(-1/3) হয়
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সরল করো : (2a-3)(4a^2+6a+9)-(2a+3)(4a^2-6a+9)
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sin(50^@+theta)-cos(40^@-theta) ର ମାନ କେତେ ?
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sin(50^@+theta)-cos(40^@-theta) ର ମାନ କେତେ ?
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