Question

3/3xy + 2y/3x whats the lowest common denominator

Answer 1

Answer:

3xy

Step-by-step explanation:

simpled out to

xy+2y/3x

common factor 3xy

3x^2y^2/3xy + 2y^2/3xy

Answer 2

Answer:

LCM = 3xy

Step-by-step explanation:

                         3 | 3xy , 3y

                         x  | xy , y

                         y   | y , y

                                1 , 1

$LCM = 3 \times x \times y = 3xy$

Solving :

$\frac{3}{3xy} + \frac{2y}{3x}\\\\\frac{3}{3xy} + \frac{2y \times x}{3y \times x} \ \ \ \ \ \ [ \ multiply \ and \ divide \ 2nd \ term \ by\ x \ to \ make\ the\ denominators \ same \ ]\\\\\frac{3}{3xy} + \frac{2xy}{3xy}\\\\\frac{3+2xy}{3xy}$