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Quiz Discussion

Title: Simplify the expression

Grade: 7-b Lesson: S5-L2

Explanation: Let us discuss a few questions on this topic and review the answers to every question.

Quiz: Discussion in Class

Problem Id	Question	Problem	Options
Steps 1	If \$2^x = 5\$ then find the value of	\$ 2^(x+5) \$	A) \$ 37 \$ B) \$ 160 \$ C) \$ 10 \$ D) \$ 25 \$
Steps 2	If \$4^x = 32\$ then find the value of	\$ 4^(x+4)\$	A) \$ 8192 \$ B) \$ 8162 \$ C) \$ 37 \$ D) \$ 288 \$
Steps 3	If \$6^x = 24\$ then find the value of	\$ 6^(x+3) \$	A) \$ 240 \$ B) \$ 27\$ C) \$ 5148 \$ D) \$ 5184 \$
Steps 4	If \$10^x = 10\$ then find the value of	\$ 10^(x+3) \$	A) \$ 113 \$ B) \$ 13 \$ C) \$ 100 \$ D) \$ 1000 \$
Steps 5	If \$11^x = 2\$ then find the value of	\$ 11^(x+2) \$	A) \$ 242 \$ B) \$ 121 \$ C) \$ 123 \$ D) \$ 4 \$

Problem Id

Question

Problem

Options

Steps 1

If \$2^x = 5\$ then find the value of

\$ 2^(x+5) \$

A) \$ 37 \$

B) \$ 160 \$

C) \$ 10 \$

D) \$ 25 \$

If \$4^x = 32\$ then find the value of

\$ 4^(x+4)\$

A) \$ 8192 \$

B) \$ 8162 \$

C) \$ 37 \$

D) \$ 288 \$

If \$6^x = 24\$ then find the value of

\$ 6^(x+3) \$

A) \$ 240 \$

B) \$ 27\$

C) \$ 5148 \$

D) \$ 5184 \$

If \$10^x = 10\$ then find the value of

\$ 10^(x+3) \$

A) \$ 113 \$

B) \$ 13 \$

C) \$ 100 \$

D) \$ 1000 \$

If \$11^x = 2\$ then find the value of

\$ 11^(x+2) \$

A) \$ 242 \$

B) \$ 121 \$

C) \$ 123 \$

D) \$ 4 \$