Question

find the value of u in rhombus efgh.
u = \boxed{\circ}

Explanation:

Step1: Use rhombus consecutive angles property

Consecutive angles in a rhombus are supplementary, so their sum is $180^\circ$.
$$(u + 93) + 2u = 180$$

Step2: Combine like terms

Add the $u$ terms together.
$$3u + 93 = 180$$

Step3: Isolate the variable term

Subtract 93 from both sides.
$$3u = 180 - 93$$
$$3u = 87$$

Step4: Solve for u

Divide both sides by 3.
$$u = \frac{87}{3}$$

Answer:

$29$