What is factor 343p^3+196p^2+196p+112 ?

The solution to factor 343p^3+196p^2+196p+112 is 7(7p+4)(7p^2+4)

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factor 343p^3+196p^2+196p+112

factor

343 p^{3} + 196 p^{2} + 196 p + 112

7 (7 p + 4) (7 p^{2} + 4)

Solution steps

343 p^{3} + 196 p^{2} + 196 p + 112

Factor out common term

7 : 7 (49 p^{3} + 28 p^{2} + 28 p + 16)

= 7 (49 p^{3} + 28 p^{2} + 28 p + 16)

Factor

49 p^{3} + 28 p^{2} + 28 p + 16 : (7 p + 4) (7 p^{2} + 4)

= 7 (7 p + 4) (7 p^{2} + 4)

1 0^{3 l o g_{10} (2)}

\frac{5 + 3 i}{1 - 2 i}

7 + \frac{3}{7}

7 x + 3 - 3 x

\frac{8821}{10000} 7.14285

What is factor 343p^3+196p^2+196p+112 ?
The solution to factor 343p^3+196p^2+196p+112 is 7(7p+4)(7p^2+4)