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Q 1/10
Score 0
If two chords, AB and CD, intersect at point E inside a circle, forming four segments (AE, EB, CE, and ED), which relationship between the segments is always true?
30
AE \times EB = CE \times ED
AE \times CE = EB \times ED
AE + EB = CE + ED
AE^2 + EB^2 = CE^2 + ED^2
Q 2/10
Score 0
In a circle, a tangent from point P touches the circle at point A, and a secant from P intersects the circle at points B and C. What is the relationship between the lengths of PA, PB, and PC?
30
PA^2 = PB^2 + PC^2
PA = PB + PC
PA^2 = PB \times PC
PA \times PB = PC^2
10 questions
Q.
If two chords, AB and CD, intersect at point E inside a circle, forming four segments (AE, EB, CE, and ED), which relationship between the segments is always true?
1
30 sec
Q.
In a circle, a tangent from point P touches the circle at point A, and a secant from P intersects the circle at points B and C. What is the relationship between the lengths of PA, PB, and PC?
2
30 sec
Q.
If a circle has a tangent that touches the circle at point T and a chord that passes through T, intersecting the circle at points A and B, which relationship is always true?
3
30 sec
Q.
In a circle, chord AB intersects chord CD at point E. Given AE = 3 cm, EB = 4 cm, and CE = 2 cm. What is the length of ED?
4
30 sec
Q.
Two chords AB and CD intersect inside a circle at point E. If AE = 5 cm, EB = 3 cm, and CE = 4 cm, what is the length of ED?
5
30 sec
Q.
In a circle, two chords AB and CD intersect at point E such that AE = 4 cm, EB = 6 cm, and CE = 3 cm. What is the length of ED?
6
30 sec
Q.
In a circle, a tangent touches the circle at point T, and a secant passes through points A and B, intersecting the circle at points C and D. If PT = 4 cm, PA = 5 cm, and PB = 10 cm, what is the length of PD?
7
30 sec
Q.
In a circle, a tangent touches the circle at point A, and a secant intersects the circle at points B and C, passing through an external point P where PA = 4 cm, PB = 3 cm, and PC = 7 cm. What is the relationship between PA, PB, and PC?
8
30 sec
Q.
In a circle, a chord AB is bisected by a radius that intersects the circle at points C and D. If AC = 4 cm and CD = 6 cm, what is the length of AD?
9
30 sec
Q.
In a circle, chords AB and CD intersect at point E inside the circle. If AE = 2 cm, EB = 8 cm, and CE = 4 cm, what is the length of ED?
