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WorksheetsQUIZ REVIEW IN GEN. MATH -2ND QUARTER HONESTY
Total questions: 30
Worksheet time: 24mins
Which of the following is the inverse of a logarithmic function?
Absolute value function
Exponential function
Polynomial function
Radical function
What is the value of 26 ?
16
32
64
128
Which of the following is the correct formula for simple interest?
A. A = P(1 + rt)
B. A = P + I
C. I = Prt
D. I = P/rt
Log₁₀ 100 = 2 means that:
A. 100 is divided by 10 to get 2.
B. 2 is multiplied by 100 to get 10.
C. 2 is the base and 10 is the exponent.
D. 10 is raised to the power of 2 to get 100.
What is the value of log₁₀₀ 1?
-1
0
1
10
What is an annuity?
A single lump-sum payment
A payment made once a year
A variable payment made at irregular time intervals
A series of equal payments made at equal time intervals
What do you call an annuity where payment periods and compounding periods are not equal?
Deferred annuity
General annuity
Simple annuity
Percentage annuity
Which of the following is an example of a simple annuity?
Monthly payments with monthly compounding
Monthly payments with quarterly compounding
Quarterly payments with semiannual compounding
Semiannual payments with annual compounding
This refers to the sum of future values of all the payments to be made during the entire term of the annuity.
Periodic payment
Term of an annuity
Amount of an annuity
Present value of an annuity
This refers to the sum of present values of all the payments to be made during the entire term of the annuity.
Periodic payment
Term of an annuity
Amount of an annuity
Present value of an annuity
Which situation best represents a simple annuity?
A savings plan with different interest rates each month
A car loan with monthly payments and monthly compounding
A car loan with quarterly payments and monthly compounding
A house loan with semiannual payments and annual compounding
Solve for x: 2x=32
2
3
4
5
Write log₃ 81 = 4 in exponential form.
34=81
43=81
33=41
Solve for x: log₂x = 4
6
8
16
32
If log₄x = 4, what is the value of x?
1
16
256
1024
Simplify: log₄√16
1/2
1
3/2
2
Evaluate log₆(1/36)
-3
-2
-1
0
Which of the following demonstrates the quotient law correctly?
log₇(49/7) = log₇49 + log₇7
log₇(49/7) = log₇49 − log₇7
log₇(49/7) = log₇7 - log₇49
log₇(49/7) = log₇(49 × 7)
Which expression correctly applies the product law of logarithms?
log₃8 + log₃5 = log₃40
log₃8 + log₃5 = log₃13
log₃8 + log₃5 = log₃1.3
log₃8 + log₃5 = 8 + 5
The simple interest is ₱1,500 after 2 years at 8% per year. Find the principal.
₱9,375
₱7,000
₱7,500
₱8,000
Which statement is true about the total amount in compound interest?
It increases faster than simple interest over time.
It is always smaller than simple interest.
It stays the same every year.
It stops growing after 1 year.
If the principal and rate remain the same, but time is doubled, how does simple interest compare to compound interest?
Both increase, but compound interest grows faster.
Compound interest becomes smaller.
Both increase at the same rate.
Only simple interest increases.
A loan of ₱10,000 is borrowed at a simple interest rate of 5% per annum for 3 years. What is the interest earned?
₱1,500
₱1,800
₱2,100
₱2,400
If ₱10,000 is invested at 7% per annum compounded annually for 3 years, what is the future value of the investment?
₱2,100
₱11,200
₱11,600
₱12,100
A sum of ₱8,000 is invested at simple interest for 5 years at 10% per annum. What is the maturity value?
₱9,000
₱10,500
₱11,000
₱12,000
A borrower borrowed ₱15,000 and paid a total amount of ₱22,000 after 3 years. What was the annual simple interest rate?
15%
18.5%
20%
22.73%
A borrower borrowed ₱20,000 at an annual simple interest rate of 12%. If the total amount to be paid after the loan is ₱24,360, how many years did the money remain borrowed?
2.8
3
3.2
3.4
A principal of ₱10,000 is invested at 5% per annum compounded annually for 3 years. What is the compound interest earned?
₱11,167.25
₱11,376.75
₱11,576.25
₱11,675.25
Peter wants to invest ₱16,000 for 4 years at an annual interest rate of 8%. He has two options: simple interest or compound interest compounded annually. How much is the future value if compounded annually?
₱20,677.28
₱21,120.00
₱21,767.82
₱37,767.82
₱25,000 is invested at 9% per annum for 3 years. Calculate the maturity value under compound interest.
₱30,175.00
₱31,750.00
₱32,375.72
₱33,275.73
