1. What two 1-digit factors could you multiply to get a product between and including 40 and 50?

  2. A pound of Guinea pig pellets is about 3 cups of food. Each Guinea pig eats 1/4 cup of pellets a day. How many days will the pellets last? Explain.

( There are 2 Guinea pigs)

What two 1-digit factors could you multiply to get a product between and including 40 and 50? 2. A pound of Guinea pig pellets is about 3 cups of food. Each Gui class=

Verified Answer :

9×5 are 45

12 days.....

Answer:

1. We need to find two 1-digit factors that are multiplied to get a product between 40 and 50

So, let us first take one factor to be 5

Now, to make its product with the second factor between 40 an d 50, we take second factor to be 9

Now, 9 × 5 = 45

And, 40 ≤ 45 ≤ 50

Hence, The required two 1-digit factors are : 5 and 9

2. Number of Guinea pigs = 2

\(\text{Each Guinea pig eats }\frac{1}{4}\text{ cup of pellets a day}\)

\(\text{Hence, fraction of cup eaten by 2 Guinea pigs a day = }\frac{1}{4}\times 2=\frac{1}{2}\)

A pound of Guinea pig pellets is about 3 cups of food

\(\bf\textbf{Number of days the pellets will last = }\frac{3}{\frac{1}{2}}\\\\=3\times 2\\\\=6\:\:days\)