Answer
The tension in each wire is $191.6N$.
Work Step by Step
To find the tension in each wire, we need to translate these tension forces into their vertical components. So first, the angle $\theta$ relative to the vertical needs to be found.
In the image below, on the left, $\theta$ is shown to be inside a right triangle with 2 known sides. We see that $$\cos\theta=\frac{1.5}{2}=0.75$$
The vertical component of each tension force would be $T\cos\theta=0.75T$
The tension forces help to keep the chandelier from falling due to its weight. Therefore, the sum of 3 tension forces from 3 wires and the weight balance each other as the chandelier is static in the air. $$3\times 0.75T=mg$$ $$2.25T=44\times9.8=431.2$$ $$T=191.6N$$
