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Try Out 2026

Set 10

00:00:00
1

Number 1

Triangle Pattern
Determine the correct letter to replace the question mark.

Observe the image above. The correct letter to replace the question mark (?) in the second triangle is...

2

Number 2

Intersecting Angles
Determine the measure of angle zzz in terms of xxx.

Based on the figure above, if x∘=y∘x^\circ = y^\circx∘=y∘, what is the measure of angle zzz in terms of xxx?

3

Number 3

At an Independence Day event attended by 300030003000 people, the committee provides 202020 prizes to be drawn during the event. What is the probability that a participant gets a prize?

4

Number 4

Set AAA contains all negative integers, set BBB contains all positive even integers, and set CCC contains all positive integers divisible by 333.

Which of the following numbers is NOT included in the product of two members of sets AAA, BBB, or CCC?

5

Number 5

If the maximum value of x+yx + yx+y on the set {(x,y)∣x≥0,y≥0,x+5y≤10,5x+y≤a2−5}\{(x,y)|x \ge 0, y \ge 0, x + 5y \le 10, 5x + y \le a^2 - 5\}{(x,y)∣x≥0,y≥0,x+5y≤10,5x+y≤a2−5} is 555, then the value of a=…a = \dotsa=…

6

Number 6

The price of a math book at ABC store is 85,00085,00085,000 rupiah and a biology book is priced at 40,00040,00040,000 rupiah. Because the store is having an anniversary, all books are given an x%x\%x% discount. If on that day the price of a math book is 28,90028,90028,900 rupiah. What is the price of the biology book?

7

Number 7

If the quadratic function y=kx2+8x+(k−1)y = kx^2 + 8x + (k-1)y=kx2+8x+(k−1) has an axis of symmetry x=4x = 4x=4, then the maximum value of the function is...

8

Number 8

Given:

  1. x>2x > 2x>2
  2. −3<x<2-3 < x < 2−3<x<2
  3. x<−3x < -3x<−3
  4. x>−3x > -3x>−3

If x2+x−6>0x^2 + x - 6 > 0x2+x−6>0, then the inequality is satisfied by...

9

Number 9

Suppose a contractor is going to build an apartment. The probability of a public protest occurring is 0.70.70.7. If there is no protest, the probability that the construction finishes on time is 0.80.80.8. If there is a protest, the probability that the construction finishes on time is 0.40.40.4.

Determine the probability that the construction finishes on time!

10

Number 10

Nina runs at a constant speed of 5 km/h5 \text{ km/h}5 km/h. And she walks at a speed of 1 km/h1 \text{ km/h}1 km/h. If Nina travels 3 km3 \text{ km}3 km by running for half of the total travel time and walking for the rest, what is the total time taken by Nina?

11

Number 11

Putri and Tina are celebrating their birthdays today. Currently, Tina's age is 222 times Putri's age. If in 666 years, Putri's age is 23\frac{2}{3}32​ of Tina's age, what is Putri's current age?

12

Number 12

To build a house, a contractor needs 333333 workers for 212121 days. If only 141414 workers arrive, how long will they take to complete the job?

14

Number 14

The recurring decimal number 1.5454545454...1.5454545454...1.5454545454... in common fraction form is...

15

Number 15

4,5,8,2,…,…,32,−4,64,−74, 5, 8, 2, \dots, \dots, 32, -4, 64, -74,5,8,2,…,…,32,−4,64,−7

The correct values to complete the number sequence are...

16

Number 16

In a class of 505050 students, each student has at least one favorite subject among three subjects: Mathematics, Biology, and Physics.

The data is as follows:

  • 353535 students like Mathematics
  • 202020 students like Biology
  • 151515 students like Physics
  • 555 students like Physics and Biology
  • 131313 students like Mathematics and Biology
  • 777 students like Mathematics and Physics

How many students like Mathematics, Biology, and Physics?

17

Number 17

A basket contains 101010 duck eggs and 202020 chicken eggs. Half of the duck eggs are broken, and one-fourth of the chicken eggs are broken.

If one egg is taken from the basket, what is the probability that the taken egg is a duck egg or a broken egg?

18

Number 18

Given two sets:

A={x∣−3<x<8,x∈integers}A = \{x | -3 < x < 8, x \in \text{integers}\}A={x∣−3<x<8,x∈integers}
B={x∣x≤7,x∈integers}B = \{x | x \leq 7, x \in \text{integers}\}B={x∣x≤7,x∈integers}

The intersection of these two sets is...

19

Number 19

In Semester III, Hani took 555 Mathematics exams and obtained an average score of 7.57.57.5. In one academic year, Hani took a total of 111111 mathematics exams and obtained an average score of 8.08.08.0.

What is the increase in Hani's average mathematics exam score from Semester III to Semester IIIIII?

20

Number 20

The relationship between the values of xxx and yyy from the following equations is...

4x−16=244x - 16 = 244x−16=24
2x+y−16=122x + y - 16 = 122x+y−16=12
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Set 9

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  • Set 10Try Out 2026
Exercises
  • Number 1
  • Number 2
  • Number 3
  • Number 4
  • Number 5
  • Number 6
  • Number 7
  • Number 8
  • Number 9
  • Number 10
  • Number 11
  • Number 12
  • Number 14
  • Number 15
  • Number 16
  • Number 17
  • Number 18
  • Number 19
  • Number 20
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