Question

There are three apple orchards. Each orchard has a different number of trees and apples. Orchard Apple trees Total apples The #1 Seed 848484 38{,}61438,61438, comma, 614 Sweet and Sour 178178178 75{,}50975,50975, comma, 509 Apple Valley 312312312 135{,}220135,220135, comma, 220 Which orchard has the highest rate of apples per tree? Choose 1 answer: Choose 1 answer: (Choice A) A The #1 Seed (Choice B) B Sweet and Sour (Choice C) C Apple Valley

Answer 1

The #1 Seed has the highest rate of apples per tree.

Step-by-step explanation:

Given,

In the orchard 'the #1 Seed',

Number of trees = 84,

Total number of apples = 38,614

Thus,

$\text{Rate of apples per tree}=\frac{\text{Total apples}}{\text{total trees}}$

                                    $=\frac{38614}{84}$

                                    $\approx 459.69$

In the orchard 'Sweet and Sour',

Number of trees = 178,

Total number of apples = 75,509

Thus,

$\text{Rate of apples per tree}=\frac{75509}{178}$

                                    $\approx 424.21$

In the orchard 'Apple Valley',

Number of trees = 312,

Total number of apples = 135,220

Thus,

$\text{Rate of apples per tree}=\frac{135220}{312}$

                                    $\approx 433.40$

Since 459.69 > 433.40 > 424.21,

Therefore, the #1 Seed has the highest rate of apples per tree.

#Learn more:

Find total number of apples.

https://brainly.in/question/6740476

Answer 2

Answer:

The 1# seed

Step-by-step explanation:

I did it it was right