Question

Gavin is building a model of a kitchen. In the model, 2/5 of the floor tiles are white, 1/2 of the floor tiles are yellow, and 1/10 of the floor tiles are brown. How many floor tiles could be in the model?

Answer 1

Answer:

The number of tiles that could be in the model is 10

Step-by-step explanation:

Gavin is building a model of a kitchen . In the model, 2/5 of the floor tiles are white , 1/2 of the floor tiles are yellow and 1/10 of the floor tiles are brown. The number of model of the floor tiles can be computed as follows:

The fraction represented is just like the fraction of the type(color) of floor type over the number of floor tiles. The highest denominator of the fractions is 10( 1/10). The other fraction can be represented also with a denominator of 10.

2/5 can be represented as 4/10 which is 4 tiles

1/2 can be represented as 5/10 which is 5 tiles

1/10 is 1/10 since it has the highest denominator, it will represent the number of tiles that could be in the model. The brown tile is 1 tile.

The number of tiles that could be in the model is 10

Answer 2

Answer: 10 How? 2/5= 4 tiles 1/10= 1 tile 1/2= 5 tiles Add them up and there is your answer.