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100

Number of Math subjects in senior high school?

5

100

What is the subject code of Pre Calculus/Advanced Algebra

MAT S114

100

Who is the principal of senior high school division?

Mr. Romel C. Navarro
100

How many major exams do we have in each semester?

3
100

How many calculus subjects are there in STEM Strand?

3

200

The strand with highest number of population in senior high school.

STEM

200

What does S stand for in STEM?

Science

200

What does M stand for in STEM?

Mathematics

200

What does T stand for in STEM?

Technology

200

Where is the senior high school office located?

C27

300

Branch of mathematics that deals with shapes and sizes of figures and their properties.

Geometry

300

The study of relationships between angles and sides of triangles.

Trigonometry

300

Branch of mathematics that deals with continuous change.

Calculus

300

One of the oldest branches in the history of mathematics that deals with number theory, geometry, and analysis.

Algebra

300

Branch of applied mathematics that involves the collection, description, analysis, and inference of conclusions from quantitative data.

Statistics

400

What is the distance formula?

d=√(x₂-x₁)²+(y₂-y₁)²

400

What is the midpoint formula?

M(((x₁+x₂)/2),((y₁+y₂)/2)))

400

What is the distance between (8,11) and (8,4)?

7

400

What formula is better to use to solve the measurement between two points?

Distance

400

The distance from the center of the circle to any point on it's circumference

Radius

500

Given the points A and B where A is at coordinates ( 2, -5 ) and B is at coordinates ( -3, -7 ) on the line segment AB, find the length of AB.

√29 or 5.39

500

Find the midpoint of the line segment AB where point A is at ( 0, 2 ) and point B is at ( -1, - 4 ).

(-.5,-1)

500

Tommy's phone is ringing in the bedroom,(4,7), but he is in the living room,(8,2). What is the distance Tommy needs to go to pick up his phone? 


√41 or 6.4

500

Find the midpoint of the line segment joining the points ( 1, - 4 ) and ( - 4, 2 )

(-1.5,-1)

500

Cindy was standing in between KFC and McDonalds. If McDonald is located at (4,8) and KFC is located at (-10,-8), where is Cindy located at?

(-3,0)

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