
Q2M4 SUMMATIVE TEST
Quiz by Jennylyn Dulay
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- Q1
∠M and ∠N are inscribed angles that intercept the same arc. If m∠M = 27x and m∠N = 10x + 51 , find x.
4
3
6
5
30sM10GE-IIc-d-1 - Q2
In ⊙ A , what is m∠BDC if m∠BAC = 100o?
180o
90o
100o
50o
30sM10GE-IIc-d-1 - Q3
Find B+C+D+E+F, the angles at the tip of the star
90o
60o
180o
360o
30sM10GE-IIc-d-1 - Q4
Draw the figure to visualize. Quadrilateral ABCD is inscribed in a circle. m∠A = x, m∠B = 2x, and m∠C = x +10. Find x.
10o
95o
170o
85o
30sM10GE-IIc-d-1 - Q5
Draw the figure to visualize. Quadrilateral ABCD is inscribed in a circle. m∠A = x, m∠B = 2x, and m∠C = x +10. Find m∠D.
170o
95o
85o
10o
30sM10GE-IIc-d-1 - Q6
Ben divided the sliced “dalandan” into 5 different parts with different measurements. Given that the sliced parts measure 115o , 50o , 45o , 75o , respectively. What is the measure of the last slice?
55o
75o
65o
45o
30sM10GE-IIc-d-1 - Q7
Which of the following statement is true?
A diameter bisects a chord and an arc with the same endpoint if and only if it is perpendicular to the chord.
The degree measure of a minor arc is half the measure of the central angle which intercepts the arc.
If an inscribed angle intercepts a semicircle, then the angle measures 180o.
The measure of the inscribed angle is twice the measure of the central angle intercepting the same arc.
30sM10GE-IIc-d-1 - Q8
∠ABC is a central angle in ⊙B intersecting arc AC. If the m∠ABC = 5x - 20 and ̂ measure of arc AC = 4x + 5, what is the degree measure of ∠ABC?
105o
155o
75o
25o
30sM10GE-IIc-d-1 - Q9
Jericho wants to paste a garland 3 inches away from the center of a 10 circle. If the radius of the circle is 5 inches, how long should the garland be?
4
in
8 in
2 in
6 in
30sM10GE-IIc-d-1 - Q10
Joy recreates her old, rounded wall clock into a picture frame. She placed a picture with dimension 10 x 8 inches on it. Given that the corner of the picture is on the edge of the circle, find the radius of the wall clock.
3 in
√101 in
9 in
2√41 in
30sM10GE-IIc-d-1