SaiBook.us Algebra

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Lesson Example Discussion Quiz: Class Homework

Quiz At Home

Title: Determine the value of an expressions

Grade: 6-b Lesson: S3-L8

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	Question	Problem	Options
1	Determine the value of an expression by substituting the values a = -1, b = -2 & c = \$1/2\$	\$ -a + (-b) - c \$	A) \$5/2\$ B) \$-3/2\$ C) \$-3\$ D) \$3/2\$
2	Determine the value of an expression by substituting the values a = 1/2, b = 2/3 & c = 3/2	\$ a + b + c \$	A) \$8/3\$ B) \$ 2/3 \$ C) \$7/3 \$ D) \$9/2 \$
3	Determine the value of an expression by substituting the values a = -1/2, b = 5/2 & c = -3/2	\$ -a - b + c \$	A) \$8/3\$ B) \$ 5/2 \$ C) \$ -7/2\$ D) \$ 6/5 \$
4	Determine the value of an expression by substituting the values a = 9/5, b = 7/5 & c = 0	\$ a - b - c \$	A) \$ -3/5\$ B) \$ 7/2 \$ C) \$2/5\$ D) \$5/3 \$
5	Determine the value of an expression by substituting the values a = 2, b = -3 & c = 2	\$ 10a + 25b + 11c \$	A) 100 B) -33 C) -63 D) 29

Problem Id

Question

Problem

Options

Determine the value of an expression by substituting the values
a = -1,
b = -2 & c = \$1/2\$

\$ -a + (-b) - c \$

A) \$5/2\$

B) \$-3/2\$

C) \$-3\$

D) \$3/2\$

Determine the value of an expression by substituting the values
a = 1/2,
b = 2/3 & c = 3/2

\$ a + b + c \$

A) \$8/3\$

B) \$ 2/3 \$

C) \$7/3 \$

D) \$9/2 \$

Determine the value of an expression by substituting the values
a = -1/2,
b = 5/2 & c = -3/2

\$ -a - b + c \$

A) \$8/3\$

B) \$ 5/2 \$

C) \$ -7/2\$

D) \$ 6/5 \$

Determine the value of an expression by substituting the values
a = 9/5,
b = 7/5 & c = 0

\$ a - b - c \$

A) \$ -3/5\$

B) \$ 7/2 \$

C) \$2/5\$

D) \$5/3 \$

Determine the value of an expression by substituting the values
a = 2,
b = -3 & c = 2

\$ 10a + 25b + 11c \$

A) 100

B) -33

C) -63

D) 29