Question

there are three apple orchards. Each orchard has a different number of trees and apples. Which orchard has the highest rate of apples per tree

Answer 1

Answer:

The seed orchard has the highest rate of apples per tree.

Step-by-step explanation:

Orchard              Apple trees       Total apples

seed                     84                         38614

sweet n sour       178                        75509

apple valley      312                         135220

We have to find the orchard with highest rate of apples per tree.

1. Seed = $\frac{38614}{84}= 460$ approx

2. Sweet and sour = $\frac{75509}{178}= 424$ approx

3. Apple valley = $\frac{135220}{312}= 433$ approx

So, we can see, that the seed orchard has the highest rate of apples per tree.

Answer 2

Answer:

The seed orchard has the highest rate of apples per tree.

Step-by-step explanation:

Orchard              Apple trees       Total apples

seed                     84                         38614

sweet n sour       178                        75509

apple valley      312                         135220

We have to find the orchard with highest rate of apples per tree.

1. Seed =  approx

2. Sweet and sour =  approx

3. Apple valley =  approx

So, we can see, that the seed orchard has the highest rate of apples per tree.