Math Test Set 16us-10 Questions

Last Updated on April 8, 2024.

1. Simplify the given expression.

\(9- 3(2)^{2}\)

A.\(-3\)

B.\(-9\)

C.\(3\)

D.\(9\)

Question 1 of 10

2. Albert has inherited \(\$45,500\) and he decided to invest part of his inheritance in a well-respected mutual fund while keeping the remaining part of his inheritance in a certificate of deposit. If Albert's amount that he invested in this certificate of deposit is \(\$3,500\) more than six times the amount he invested in the mutual fund, calculate the amount he invested in each account.

A.$6,000 and $39,500

B.$4,970 and $40,530

C.$4,409 and $41,091

D.$6400+39,100

Question 2 of 10

3. Use rules of exponents and simplify:

\((y^{2})^{9}\)

A.\(y^{18}\)

B.\(y^{11}\)

C.\(y^{-7}\)

Question 3 of 10

4. Seven more than two times a certain number is 181. Find the number.

A.\(92\)

B.\(87\)

C.\(12\)

D.\(16\)

Question 4 of 10

5. Simplify the given expression:

\(9 + (9 - 6)^{3}- 5\)

A.\(39\)

B.\(31\)

C.\(18\)

D.\(14\)

Question 5 of 10

6. Lily is cutting a piece of yarn into \(3\) (three) pieces. The 2nd piece is \(3\) times as long as the 1st piece, while the 3rd piece is \(6\) centimeters longer than the 1st piece. When the yarn has a total length of \(211\) centimeters, calculate the length of the first piece.

A.\(11.5\)

B.\(12\)

C.\(49.5\)

D.\(41\)

Question 6 of 10

7. James travels 3,247 m to the park, then 582 m to the store. He then travels 1,634 m back to his house.

Find the total distance traveled by first rounding each number to the nearest ten.

A. approximately \(6,200\) meters

B. approximately \(5,000\) meters

C. approximately \(5,460\) meters

D. approximately \(3,460\) meters

Question 7 of 10

8. A store is advertising that it offers a \(14\%\) discount on everything purchased at the store. When John had paid \(\$670.80\) for his purchase, what was the originally marked price for that article?

A.\(780\)

B.\(1284.5\)

C.\(701.6\)

D.\(1089\)

Question 8 of 10

9. Use rules of exponents and simplify:

\(v^{8}\div v^{5} \)

A.\(3v^{1}\)

B.\(v^{3}\)

C.\(v^{40}\)

Question 9 of 10

10. Alan is hiking a 70-mile-long trail. After a few days, his distance from the trail's beginning is four times as far he is from the trail's end. What's the distance Alan still has to hike?

A.\(21\: miles\)

B.\(27\: miles\)

C.\(14\: miles\)

D.\(12\: miles\)

Question 10 of 10

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