$$ t $$ e total number of cattie, 30 were bulls, 150 were cows and the rest were calves. How many calves did he buy

Question

UpStudy AI · Accepted Answer

To determine the number of calves bought, let's break down the information provided:

1. **Total Number of Cattle**: $$ t $$
2. **Number of Bulls**: 30
3. **Number of Cows**: 150
4. **Number of Calves**: This is what we need to find.

The total number of cattle is the sum of bulls, cows, and calves. Mathematically, this can be expressed as:

$$ \text{Total Cattle} = \text{Bulls} + \text{Cows} + \text{Calves} $$

Plugging in the known values:

$$ t = 30 + 150 + \text{Calves} $$

Combine the bulls and cows:

$$ t = 180 + \text{Calves} $$

To find the number of calves, subtract the total number of bulls and cows from the total number of cattle:

$$ \text{Calves} = t - 180 $$

**Answer**:  
The farmer bought $$ t - 180 $$ calves.
The farmer bought $$ t - 180 $$ calves.

\( t \) e total number of cattie, 30 were bulls, 150 were cows and the rest were calves. How many calves did he buy