These are really tricky but fun problems plus i will give brainliest!
solve at least one

1. r = 7√2 dm ≈ 9.90 dm

2. ∠ENK = 50°; ∠KEG = 59°

Step-by-step explanation:

1. If ∠A is 90°, then the angle at O that is opposite is also 90°, hence the tangent lines and radii make a square. The diagonal of the square (OA) is 14 dm, so the side length, the radius, will be 14/√2 dm = 7√2 dm.

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2. The length of chord EK is the same as the length of chord VG, so arc EK is the same measure as arc GV, namely 50°. The measure of ∠ENK is the average of the measures of arcs EK and GV, so is also 50°.

∠EGK = 25°, since it is half the measure of arc EK. The sum of the angles in ΔKEG is 180°, so we have ...

∠EKG + ∠EGK + ∠KEG = 180°

∠KEG = 180° - 96° -25° = 59°

what is the question?

step-by-step explanation: