Question

If you have ony 5¢, 20¢ and 50¢ coins. In how many ways can you make up exactly $1

Answer 1

Answer:

Step-by-step explanation:

Hence in 3 ways

Answer 2

Answer:

Step-by-step explanation:

Concept:

There are more than 20 currencies with the name dollar. They consist of the Australian dollar, the Brunei dollar, the Canadian dollar, the Hong Kong dollar, the Hong Kong dollar, the Jamaican dollar, the Liberian dollar, the Namibian dollar, the New Taiwan dollar, the New Zealand dollar, the Singapore dollar, the United States dollar, and a number of others. Similar to many nations employing peso currencies, the majority of those currencies are denoted by the dollar sign $.

Given:

If you have only 5¢, 20¢ and 50¢ coins.

Find:

how many ways can you make up exactly $1

Solution:

given that if you have only 5¢, 20¢ and 50¢ coins in how many ways can you make up exactly $1

$1=100¢

you make up exactly $1 in three ways

$5*20=100$

$20*5=100$

$50*2=100$

#SPJ2