Question

Use the counting principle to obtain the answer. 41) A restaurant offered salads with 5 types of dressings and 6 different toppings. How many different types of salads could be offered? A) 25 B) 36 C) 30 D) 11 42) The frequency setting for a garage door opener is determined by the positions of ten switches, each of which can be set to a "+" or "-" position. In how many ways can the switches be set? A) 59,049 B) 100 C) 1024 D) 1144

          Use the counting principle to obtain the answer.
41) A restaurant offered salads with 5 types of dressings and 6 different toppings. How many different types of salads could be offered?
A) 25
B) 36
C) 30
D) 11

42) The frequency setting for a garage door opener is determined by the positions of ten switches, each of which can be set to a "+" or "-" position. In how many ways can the switches be set?
A) 59,049
B) 100
C) 1024
D) 1144

Use the counting principle to obtain the answer.
41) A restaurant offered salads with 5 types of dressings and 6 different toppings. How many different types of salads could be offered?
A) 25
B) 36
C) 30
D) 11

42) The frequency setting for a garage door opener is determined by the positions of ten switches, each of which can be set to a "+" or "-" position. In how many ways can the switches be set?
A) 59,049
B) 100
C) 1024
D) 1144

Added by Patricia T.

Elementary Statistics a Step by Step Approach

Allan G. Bluman 9th Edition

Instant Answer

Solved by Expert Lucas Finney

04/13/2023

Step 1

So, the total number of different types of salads is 5 * 6. $\boxed{30}$ different types of salads can be offered. Show more…

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Use the counting principle to obtain the answer. 41) A restaurant offered salads with 5 types of dressings and 6 different toppings. How many different types of salads could be offered? A) 25 B) 36 C) 30 D) 11 42) The frequency setting for a garage door opener is determined by the positions of ten switches, each of which can be set to a "+" or "-" position. In how many ways can the switches be set? A) 59,049 B) 100 C) 1024 D) 1144