If you invest ₱1,000 at a simple interest rate of 5% per year, how would the total amount change if the interest rate increased to 6% after 3 years? Explain the impact on the total interest earned.

C) Total interest would increase.

A) Total interest would remain the same.

B) Total interest would decrease.

D) Total interest would fluctuate randomly.

How would you describe the relationship between the principal amount, interest rate, and time in the simple interest formula?

B) They have a direct proportional relationship.

A) They are independent of each other.

C) They have an inverse relationship.

D) They are only related in specific cases.

Given a total amount of ₱1,500 after 3 years from a principal of ₱1,200, what can you infer about the interest rate, and how would you calculate it?

C) You can use the simple interest formula to find it.

A) Interest rate is constant and can’t be calculated.

B) Interest rate is variable and cannot be inferred.

D) You need additional information to determine it.

If you were to compare two investments, one yielding 4% simple interest and another 5%, how would you justify your choice of one over the other based on a 5-year period?

C) Choose the higher rate for greater returns.

A) Choose the lower rate for safety.

B) Choose based on personal preference.

D) Interest does not matter; principal does.

A person invests in two different accounts: one at 3% simple interest and the other at 7%. After 4 years, the total interest from both accounts is the same. How can this scenario be possible?

A) Different principal amounts lead to equal interest.

B) Both accounts have the same principal.

C) The higher interest account must be for a shorter time.

D) It’s impossible to achieve this with simple interest.

How does the frequency of compounding (annually, semi-annually, quarterly, monthly) affect the total amount accrued over a 5-year period in pesos? Analyze with examples.

B) More frequent compounding increases the total amount.

A) It has no effect; total is the same.

C) Less frequent compounding increases the total amount.

D) Only the principal affects the total.

You have two investment options: one with 8% annual interest compounded yearly and another with 8% compounded monthly. Which should you choose and why?

B) The 8% monthly option will yield more due to compounding.

A) The 8% yearly option is always better.

C) They will yield the same amount.

D) It depends on the principal amount invested.

If you invest ₱1,000 at a 5% annual interest rate compounded annually, how can you determine how much interest you will have after 10 years?

B) Use the formula C=P(1+r)^t to find total.

A) You need a graph to visualize the growth.

C) Calculate simple interest instead for easier understanding.

D) The total cannot be determined without additional data.

How would you explain the concept of "the power of compounding" to someone unfamiliar with finance?

B) Interest is added to interest, leading to exponential growth.

A) It means you get rich quickly.

C) Compounding does not really matter; just invest.

D) It's about getting high interest rates only.

Suppose you plan to save for retirement by investing in a compound interest account. How would you assess the importance of starting early versus waiting a few years in terms of pesos?

A) Starting early maximizes compounding effect over time.

B) Timing does not matter; it’s the total invested amount that counts.

C) Waiting a few years leads to better market conditions.

D) You should focus only on the interest rate offered.

Q2 GEN MATH SIMPLE AND COMPOUND INTEREST

Authored by Herra Luna

Mathematics

11th Grade

Used 16+ times

Q2 GEN MATH SIMPLE AND COMPOUND INTEREST

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MULTIPLE CHOICE QUESTION

30 sec • 1 pt

MULTIPLE CHOICE QUESTION

30 sec • 1 pt

If you invest ₱500 at an interest rate of 4% per year for 3 years, how much interest will you earn?

A) ₱60

B) ₱20

C) ₱30

D) ₱50

MULTIPLE CHOICE QUESTION

30 sec • 1 pt

Which of the following variables does not affect simple interest?

A) Principal

B) Rate

C) Time

D) Compounding frequency

MULTIPLE CHOICE QUESTION

30 sec • 1 pt

You lend ₱1,200 at a simple interest rate of 5% per year. How much will you receive after 4 years?

A) ₱1,440

B) ₱1,200

C) ₱1,260

D) ₱1,320

MULTIPLE CHOICE QUESTION

30 sec • 1 pt

What is the maturity value after 5 years if you invest ₱800 at 6% per year?

A) ₱1,000

B) ₱1,080

C) ₱1,040

D) ₱1,280

MULTIPLE CHOICE QUESTION

30 sec • 1 pt

If a loan of ₱2,000 is taken for 2 years at an interest rate of 7%, what is the total interest paid?

A) ₱140

B) ₱280

C) ₱70

D) ₱210

MULTIPLE CHOICE QUESTION

30 sec • 1 pt

What will be the principal if the simple interest earned in 2 years at 8% per annum is ₱160?

A) ₱1,000

B) ₱800

C) ₱600

D) ₱200

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Q2 GEN MATH SIMPLE AND COMPOUND INTEREST

If you invest ₱500 at an interest rate of 4% per year for 3 years, how much interest will you earn?

Which of the following variables does not affect simple interest?

You lend ₱1,200 at a simple interest rate of 5% per year. How much will you receive after 4 years?

What is the maturity value after 5 years if you invest ₱800 at 6% per year?

If a loan of ₱2,000 is taken for 2 years at an interest rate of 7%, what is the total interest paid?

What will be the principal if the simple interest earned in 2 years at 8% per annum is ₱160?

An investment of ₱1,500 earns ₱120 in simple interest over 4 years. What is the annual interest rate?

If a person receives ₱300 in interest after 3 years from a ₱1,500 investment, what is the annual interest rate?

How long will it take for ₱600 to earn ₱90 in simple interest at an annual rate of 5%?

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