S1- AM - AP -2- BN - BP -2S2- OO - AM - BNWhich of the above statements are true-A- S1 is true - S2 is false-B- Only S1 is true-C- Only S2 is true-D- Both statements are true-

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Perpendicular from the Center to a Chord Bisects the Chord

S1: AM = AP /...

Question

S1: AM = $\frac{A P}{2}$ , BN = $\frac{B P}{2}$

S2: OO' = AM + BN

Which of the above statements are true ?

Only S1 is true.

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Only S2 is true.

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Both statements are true.

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S1 is true & S2 is false.

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Similar questions

S1: $A M = \frac{A P}{2}, B N = \frac{B P}{2}$

S2: $O O^{'} = A M + B N$

Choose the correct option.

S1: AM = $\frac{A P}{2}$ , BN= $\frac{B P}{2}$

S2: OO' = AM + BN

Which of the above statements are true ?

S_{1}

S_{2}

S_{1}

B \cup C

S_{2}

B \cap C

A has a pair of triangles with corresponding sides proportional, and B has a pair of pentagons with corresponding sides proportional.

$S_{1}$ - A’s triangles must be similar.

$S_{2}$ - B’s pentagons must be similar.

Which of the following statement is correct?

In the given figure, E is the midpoint of side AC and D is the midpoint of side AB, then

S1 : DE = $\frac{1}{2}$ BC and DE || BC

S2 : Midpoint theorem : A line segment joining midpoints of 2 sides of a triangle is parallel to the third side and is half of it.

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