What is factor 4wt+2wh+6it+3ih ?

The solution to factor 4wt+2wh+6it+3ih is (2wh+4wt)+i(3h+6t)

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factor 4wt+2wh+6it+3ih

factor

4 wt + 2 w h + 6 i t + 3 ih

(2 w h + 4 wt) + i (3 h + 6 t)

Solution steps

4 wt + 2 w h + 6 i t + 3 ih

Factor

4 wt + 2 w h : 2 w (2 t + h)

Factor

6 i t + 3 ih : 3 i (2 t + h)

= 2 w (2 t + h) + 3 i (2 t + h)

Factor out common term

(h + 2 t)

= (h + 2 t) (2 w + 3 i)

Rewrite

(h + 2 t) (2 w + 3 i)

in standard complex form:

(2 w h + 4 wt) + (3 h + 6 t) i

= (2 w h + 4 wt) + (3 h + 6 t) i

4 sin (3 x - 21)

5 e^{4} + 25 e^{3} - 120 e^{2}

x (2 t)

6 ab - 49 n - 42 a + 7 nb

5 pq + 5 p r - q - r

What is factor 4wt+2wh+6it+3ih ?
The solution to factor 4wt+2wh+6it+3ih is (2wh+4wt)+i(3h+6t)