By simplifying the following \(\frac{2b^{4} \times 8b^{7}}{16b^{5} \times 2b^{3}}\), the answer will be
By simplifying \(\left[\frac{(16x^{6}y^{5})^{2}}{(2x^{2}y^{2})^{4}}\right] \times \left[\frac{x^{5}y^{3}}{x^{3}y^{2}}\right]\), the answer will be
The answer of 0.495 in standard form is
The answer of 412300 in standard form is
If 125a = 625 then the value of 'a' is
By simplifying the √4 x √5, the answer in radical form will be
If 54x7 is divided by 6x² then the answer will be
By solving the (4x)³, the answer will be
By simplifying (2a³b4 )6 ⁄(4a³b)² x (a²b²), the answer will be
The product of b and 5b³ is
The answer of 0.000045 in standard form is
The answer of following (a³b)4 is
The product of p³q4 and p5 q5 is
By solving the following \(\frac{xy^{8}}{xy^{4}}\)
The answer of 4.38 x 104 in ordinary notation is
By simplifying the (xy²z)-3 ⁄(x³y³z³)-2, the answer will be
By solving the following (5a²b³)², the answer will be
By solving a x (a²)9, the answer will be
By evaluating the (4⁄5)-2 ⁄(3)0, the result will be
By simplifying (3x5 y6 )4 ⁄(3x4 y6 )³, the answer will be
On evaluating the (512)1⁄3, the answer will be
The product of a²b4 and a³b5 is
The product of y7 and y³ is equal to
The answer of \(\frac{9.5 \times 10^{5}}{10^{4}}\) in ordinary notation is
If 36 ⁄27 = 3x then the value of 'x' is
If (94 )2 = 3x then the value of 'x' is