Can someone answer this question? : )

Okay so,

We already have ,

Both circles congruent,
that means their diameter and therefore radius are equal.

Which means,

AM= MB = CN = DN = 148/2 = 74 (radius of congruent Δs)

and

AL = BL = 140/2 = 70 (as a perpendicular on a chord from the center bisects the chord)

InΔ ΑLM and ΔCNQ seem to be congruent,

So,

ML = NQ ( by CPCT)

this means uf you found the value of ML somehow, you'll get the value of NQ.

So by applying pythagoras theorem in ΔALM



Hence, ML =24 cm =NQ