The answer of 2(3.4 x 107 ) in ordinary notation is
By solving the following (a³)4 x a5, the answer will be
On evaluating the (256)-1⁄4, the answer will be
If 18a6 b4 is divided by 3a³b² then the answer will be
If 3² x 34 = 3x then the value of 'x' is
By solving a8 ⁄a, the quotient will be
By simplifying the 18x10 ⁄(3x4 )², the answer will be
By solving the following (4x9 ) x (x²) ⁄x5, the answer will be
By expressing the answer in form of 10n, the answer of 10-5 x 107 ⁄109 x 10-4 is
The answer of (4.5 x 10-6 )/(2.3 x 10-4 ) is
By expressing the ³√125x⁄(x + y) in index form, the answer will be
By solving the following (a³)³ ⁄a, the answer will be
The product of 5x4 and 6x5 is
By solving the 79 ⁄74 for negative indices, the answer will be
By simplifying the (x²)5, the answer will be
By solving (3x²)³ x 3x², the answer will be
The product of 2a6 b4 and a7 b8 is
By simplifying the 5 √16 x 6 √64, the answer in radical form will be
By simplifying (x6 y³)4 ⁄(x5 x³)4, the answer will be
By solving the 85 x 8-3, the answer in negative indices will be
By evaluating the (1⁄3)0, the result will be
The answer of 6.5 x 107 in ordinary notation is
By expressing the answer in form of 10n, the answer of 10-4 x 1012 ⁄10-5 ⁄10-9 is
If 30m12 n9 is divided by 6m8 n4 then the answer will be
By simplifying the (a1⁄2 b1⁄5 c1⁄10 )5, the answer will be
The product of 8y and 4y is
The answer of (6.84 + 2.5²)/(15.84 - 2.36 ) is
By simplifying the 2-5 ⁄2-3 for positive indices, the answer will be
If 59 is divided by 57 then the quotient will be
If 4x = 16 then the value of 'x' is
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