#JEE MAINS | PYQS 2022| if z=A^2B^3/C^4 then the relative error in z will be

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If Z=A^4 B^1 / 3 / CD^3 / 2, than relative error in Z. ΔZ/Z is equal to (a) (ΔA/A)^4+(ΔB/B)^1 / 3... If Z=A^4 B^1 / 3 / CD^3 / 2, than relative error in Z. ΔZ/Z is equal to (a) (ΔA/A)^4+(ΔB/B)^1 / 3...
Find the relative error in Z, if `Z=A^(4)B^(1//3)//CD^(3//2)`.... Find the relative error in Z, if `Z=A^(4)B^(1//3)//CD^(3//2)`....
z=A2B3/C4 then the relative error in Z will be: [25 June, 2022 (Shift-I)] z=A2B3/C4 then the relative error in Z will be: [25 June, 2022 (Shift-I)]
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For z=a^2x^3y^1/2 where a is constant|Error question explanation [JEE(Main)-2022] For z=a^2x^3y^1/2 where a is constant|Error question explanation [JEE(Main)-2022]
Find the relative error in Z Find the relative error in Z