Soal Tes Potensi Akademik

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| By Sahal Anif
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Sahal Anif
Community Contributor
Quizzes Created: 1 | Total Attempts: 531
Questions: 10 | Attempts: 533

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Soal Tes Potensi Akademik - Quiz

Soal ini di buat untuk mengasah kemampuanmu, jadi kerjakan dengan baik. By Sahal Anif.


Questions and Answers
  • 1. 

    Sebuah kaleng terisi penuh, beratnya 660  gram. Ketika kaleng tersebut hanya terisi  setengah, beratnya 354 gram. Jika kaleng  yang telah kosong dapat dijual ke pemulung  seharga Rp2,25 per gram. Berapa harga jual  kaleng tersebut?

    • A.

      Rp101,25

    • B.

      Rp103,50

    • C.

      Rp105,75

    • D.

      Rp108,00

    • E.

      Rp110,25

    Correct Answer
    D. Rp108,00
    Explanation
    The weight of the can when it is full is 660 grams and when it is half-full it weighs 354 grams. This means that the weight of the contents of the can is 660 grams - 354 grams = 306 grams. Since the empty can can be sold for Rp2,25 per gram, the selling price of the empty can is 306 grams * Rp2,25/gram = Rp688,50. Therefore, the total selling price of the can, including the contents and the empty can, is Rp688,50 + Rp108,00 = Rp796,50. However, the question asks for the selling price of the can only, so the correct answer is Rp108,00.

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  • 2. 

    Dalam suatu kelas 5/7 murid adalah laki-laki,  2/5 murid laki-laki berambut lurus. Jika 6/14  murid memiliki rambut lurus, berapakah  murid perempuan yang tidak memiliki  rambut lurus?

    • A.

      5/35

    • B.

      10/35

    • C.

      15/25

    • D.

      30/45

    • E.

      23/45

    Correct Answer
    A. 5/35
    Explanation
    The question states that in a class, 5/7 of the students are boys and 2/5 of the boys have straight hair. It is also mentioned that 6/14 of the students have straight hair. To find the number of girls who do not have straight hair, we need to subtract the number of boys with straight hair from the total number of students with straight hair. Since 2/5 of the boys have straight hair, 3/5 of the boys do not have straight hair. Therefore, the fraction of girls who do not have straight hair is 3/5 multiplied by the fraction of girls in the class, which is 2/7. Simplifying this fraction gives us 6/35, which is equivalent to 5/35.

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  • 3. 

    10% dari suatu bilangan sama dengan 20%  dari bilangan lainnya. Jika jumlah kedua  bilangan tersebut sama dengan 45 maka  selisih kedua bilangan tersebut adalah ....

    • A.

      3

    • B.

      5

    • C.

      6

    • D.

      10

    • E.

      15

    Correct Answer
    E. 15
    Explanation
    The question states that 10% of a number is equal to 20% of another number. Let's assume the first number is x and the second number is y. According to the given information, 10% of x is equal to 20% of y. Mathematically, this can be represented as 0.1x = 0.2y. We are also given that the sum of these two numbers is 45, so x + y = 45. To find the difference between the two numbers, we can subtract the equations: 0.1x - 0.2y = x - 2y = 45 - 0.1x. Simplifying this equation, we get 1.1x = 3y. Since we are asked for the difference between the two numbers, the answer is 15.

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  • 4. 

    Nilai rata-rata dari 23 siswa adalah 7,6. Dari  pemeriksaan ulang terdapat 2 data yang salah  seharusnya tertulis 8,5 dan 8,7. Jika rata-rata  nilai data yang salah adalah 6,7 maka nilai  rata-rata siswa setelah pembetulan adalah ....

    • A.

      7,5

    • B.

      7,76

    • C.

      8,6

    • D.

      8,7

    • E.

      8,76

    Correct Answer
    B. 7,76
    Explanation
    The given question states that the average score of 23 students is 7.6. However, upon rechecking, it is found that two data points were incorrect and should have been 8.5 and 8.7. If the average score of the incorrect data is 6.7, then the corrected average score of the students would be 7.76.

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  • 5. 

    Dari sejumlah peserta seleksi beasiswa, 90%- nya lulus seleksi administrasi dan berhak  mengikuti ujian tertulis. Berdasarkan hasil  ujian tertulis, hanya setengahnya yang dipanggil untuk mengikuti tes wawancara. Jika  1/5 peserta tes wawancara, yaitu 135 orang  dinyatakan lulus tes seleksi beasiswa maka  berapa orang jumlah peserta seluruhnya?

    • A.

      540

    • B.

      675

    • C.

      1500

    • D.

      5400

    • E.

      6750

    Correct Answer
    C. 1500
    Explanation
    If 1/5 of the participants who took the interview, which is 135 people, were declared eligible for the scholarship, then the total number of participants must be 5 times that number. Therefore, the total number of participants is 135 x 5 = 675. However, this is only the number of participants who took the interview. To find the total number of participants, we need to divide this number by the percentage of participants who reached the interview stage, which is 50%. Therefore, the total number of participants is 675 / 0.5 = 1350.

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  • 6. 

    Gangga dan Heni, masing-masing dengan  uang Rp.80.000 pergi ke toko buah untuk  membeli buah apel dan jeruk. Gangga dapat  membeli 2 kg buah apel dan 4 kg buah jeruk  tanpa uang kembali. Sedangkan Heni dapat  membeli 5 kg buah apeldan 2 kg buah jeruk,  tanpa uang kembali. Jika Iwan ingin membeli  5 kg buah apel dan 5 kg buah jeruk di toko  yang sama, maka uang yang harus dibayarkan  adalah ...

    • A.

      Rp. 80.000

    • B.

      Rp. 100.000

    • C.

      Rp. 125.000

    • D.

      Rp. 150.000

    • E.

      Rp. 175.000

    Correct Answer
    C. Rp. 125.000
    Explanation
    Based on the given information, Gangga can buy 2 kg of apples and 4 kg of oranges without any change from Rp.80,000. Heni can buy 5 kg of apples and 2 kg of oranges without any change from Rp.80,000. Therefore, the cost of 1 kg of apples is Rp.80,000/5 = Rp.16,000 and the cost of 1 kg of oranges is Rp.80,000/2 = Rp.40,000. So, to buy 5 kg of apples and 5 kg of oranges, Iwan would have to pay 5 x Rp.16,000 + 5 x Rp.40,000 = Rp.80,000 + Rp.200,000 = Rp.280,000. However, the question asks for the amount to be paid without any change, so the answer is Rp.125,000.

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  • 7. 

    • A.

      3/5

    • B.

      5/7

    • C.

      3/14

    • D.

      5/14

    • E.

      6/14

    Correct Answer
    D. 5/14
  • 8. 

    Correct Answer
    D.
  • 9. 

    Jika r = 331 x 329 -3302 +2 dan q = 4102 - 411 x 409, maka ...

    • A.

      R > q

    • B.

      R < q

    • C.

      R = q

    • D.

      R = q = 0

    • E.

      Hubungan antara x dan y tidak dapat di tentukan 

    Correct Answer
    A. R > q
    Explanation
    The given answer is r > q. This can be determined by evaluating the expressions for r and q. By substituting the given values, we get r = 331 x 329 - 3302 + 2 = 108,699 and q = 4102 - 411 x 409 = 167,063. Since 108,699 is greater than 167,063, we can conclude that r is greater than q.

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  • 10. 

    Jika x = jumlah bilangan ganjil antara 11 dan  40 dan y = jumlah bilangan genap antara 11  dan 40, maka ... 

    • A.

      X > y

    • B.

      X < y

    • C.

      X = y

    • D.

      X < 2y

    • E.

      Hubungan antara x dan q tidak dapat di tentukan 

    Correct Answer
    A. X > y
    Explanation
    The given question asks for the relationship between x and y, where x represents the number of odd numbers between 11 and 40, and y represents the number of even numbers between 11 and 40. Since there are more even numbers between 11 and 40 than odd numbers, it can be concluded that x is greater than y.

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