Lesson Example Discussion Quiz: Class Homework |
Quiz At Home |
Title: Test1 |
Grade: 6-b Lesson: S2-L1 |
Explanation: Hello Students, time to practice and review. Let us take next 10-15 minutes to solve the five problems using the Quiz Sheet. Then submit the quiz to get the score. This is a good exercise to check your understanding of the concepts. |
Quiz: at Home
| Problem Id | Problem | Options |
|---|---|---|
1 |
Divide \$ 8x^3 \$ by \$ 4x\$. |
A) \$2x^2\$ B) \$4x^2\$ C) \$6x^2\$ D) \$8x^2\$ |
2 |
Multiply \$(3p+2)(2p−5)\$. |
A) \$ 3p^2 - 11p -10 \$ B) \$ 6p^2 - 11p -10 \$ C) \$ 6p^2 - 12p -10 \$ D) \$ 6p^2 - 11p - 8 \$ |
3 |
Simplify: \$(4i^2j) \div (5ij^2) \div (6i) \div (3j)\$. |
A) \$1/5\$ B) \$7/5\$ C) \$2/5\$ D) \$9/5\$ |
4 |
Divide \$ 15p^4q^2 \$ by \$ 5p^2q\$. |
A) \$2pq\$ B) \$4p^2q^2\$ C) \$6pq^2\$ D) \$3p^2q\$ |
5 |
Multiply \$a^2b\$ by \$2ab^2\$. |
A) \$6a^3b^3\$ B) \$4a^2b^3\$ C) \$2a^2b^3\$ D) \$2a^3b^3\$ |
6 |
Multiply: \$(4p + 7q) \times (3p - 2q)\$. |
A)\$11p^2 - 12pq + 13q^2\$ B) \$12p^2 + pq - 14q^2\$ C) \$12p^2 + 13pq - 14q^2\$ D) \$12p^2 + 14pq + 13q^2\$ |
7 |
Divide: \$(10a^2b) / (5ab^2)\$. |
A) \$3ab^(-1)\$ B) \$2ab^(-1)\$ C) \$ba^(-1)\$ D) \$2ba^(-2)\$ |
8 |
Simplify: \$(16c^3) / (4c^2)\$. |
A) \$4c\$ B) \$5c\$ C) \$12c\$ D) \$9c\$ |
9 |
Multiply: \$(5x - 2) \times (3x + 4)\$. |
A)\$5x^2 + 15x - 7\$ B) \$15x^2 + 14x - 8\$ C) \$25x^2 + 14x - 8\$ D) \$15x^2 + 18x - 8\$ |
10 |
Divide: \$(15a^3) / (5a)\$. |
A) \$a^2\$ B) \$2a^2\$ C) \$3a^2\$ D) \$4a^2\$ |
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