Please help me and it's important that the answer is right

AB = 12 cm

Step-by-step explanation:

We can reduce this problem to the solution of a right angle triangle using the Pythagoras Theorem.

First, draw a line parallel to side AB, and that intersects the radius QB at point "C" (see attached image). Notice that by construction, we have created a right angle triangle PCQ (with right angle at vertex C). This triangle has the legs: PC (which is equal in length to AB), and CQ (of length 7 cm - 2 cm = 5cm). The hypotenuse is PQ which we know by the information they provide is of length 1 cm more than AB: "AB+1".

Now, with this info we write the Pythagorean theorem ( hypotenuse squared = leg1 squared + leg2 squared) and solve for the unknown AB:

Therefore, side AB is 12 cm long

555.99.

step-by-step explanation:

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