First Monthly Test in Mathematics 7 (PART 2)
Name:____________________ G7-________
Date:____________ Score:_____
Problem Solving: Solve the following problems involving Set and Venn Diagram.
1. Of the 100 students surveyed, 76 use public 2. Record shows in a computer shop that 102 customers
transportation in going to school and 56 use the family played DOTA, 75 played Valorant, and 20 other
car. How many students use both public transportation customers played other games on a particular day. How
and family car? many customers played both DOTA and Valorant if
there were 150 customers?
Solution: Solution:
Answer: Answer:
First Monthly Test in Mathematics 9(PART 2)
Name:____________________ G9 - VICTORY
Date:____________ Score:_____
Problem Solving: Solve the problems involving Quadratic Equation.
Mr. Mark has a rectangular garden plot that measures 6 The Eiffel tower in Paris, France is 1063 ft tall. How
ft by 9 ft. She plans to expand the garden plot by many seconds will it take an object, with negligible air
doubling its current area. If she wants the length to still resistance, to fall from the top at exactly 10ft from the
be 3 ft longer than the width, find the new dimensions ground?
of the garden plot.
Note: The formula s=16t² is used to approximate the
distance s, in feet, that an object falls freely (from rest)
in t seconds. Round your answer to the nearest
hundredth.
Solution: Solution:
Answer/Conclusion: Answer/Conclusion:
First Monthly Test in Mathematics 10(PART 2)
Name:____________________ G10 - _________
Date:____________ Score:_____
Problem Solving: Solve the problems involving Patterns and Sequences & Arithmetic Sequences and
Series.
Drilling a well costs ₱750 for the first meter, ₱775 for Every year, a tree produces three more fruits than it did
the second, ₱800 for the third, and so on. the previous year. If it bore 12 fruits in 1985, how many
fruits did the tree bear in total from 1985 until 1996?
What will be the cost of the 8th meter? 10th meter?
Express the total number of fruits using sigma notation.
Use the formula: an = a1 + (n-1)d
Solution: Solution:
Answer/Conclusion: Answer/Conclusion
First Monthly Test in PreCalculus (PART 2)
Name:____________________ G11 - STEM
Date:____________ Score:_____
Problem Solving: Solve the problems involving Circle and Parabola.
A Ferris wheel is elevated one meter above the ground. A ball is kicked from the ground and travelled a
When a car reaches the highest point on the Ferris parabolic path. It reached its maximum height of 2
wheel, its distance from the ground is 15 meters. meters midway then landed back to the ground at a
Identify the coordinates that represent the center of distance of 10 meters. What is the height (in meters) of
the Ferris wheel provided that the ground where the the ball after traveling a horizontal distance of 6
Ferris wheel stands is at the origin of a coordinate meters? (Write your answer in decimal form up to 2
plane. decimal places.)
Graph/Illustration: Graph:
Opening:
Solution: Equation of the parabola:
Solution:
Conclusion: Conclusion: