How would I find x-intercept and y-intercept to this problem?

y-intercept is found by substituting 0 for x, so y-intercept is:

3(0) + y = -2

0 + y = -2

y = -2

so y-intercept is

**(0, -2)**x-intercept is found by substituting 0 to y, so x-intercept is:

3x + 0 = -2

3x = -2

so, x = -2/3

so x-intercept is

**(-2/3, 0)**