Factorize the following expressions:
$15 a^{2} b + 35 a b$

Open in App

Solution

Given polynomial is $15 a^{2} b + 35 a b$
Here we can take $5 a b$ common form both the terms.
Thus w ehave $15 a^{2} b + 35 a b = 5 a b (3 a + 7)$
Hence, factors are $5, a, b, (3 a + 7)$ .

Suggest Corrections

Similar questions

- 18 {a b}^{2}

15 a^{2} b - 18 {a b}^{2}

(7 a - 5 b) (49 a^{2} + 35 a b + 25 b^{2})

17 l^{2} + 85 m^{2}

18 m^{3} - 45 m n^{2}

3 x - 45

Join BYJU'S Learning Program