Question

sub - objective 5b
note that the required conversion factors for weight can be found in the appendix.
for the following ten questions, round your answers to the nearest hundredth.

1. a stack of lumber that weighs 180 kg would weigh roughly how much in pounds?

a. 82
b. 180.45
c. 396.83
d. 769.82

1. a shipment of rebar that weighs 745 kg would weigh roughly how much in pounds?

a. 1,642.42
b. 1,642.43
c. 2,396.5
d. 7,450.46

1. a box of nails that weighs 30 pounds would weigh roughly how much in kilograms?

a. 10.92
b. 13.6
c. 14.5
d. 66.67

1. 100 ounces equal how many grams?

a. 28.5
b. 283.5
c. 2,835.0
d. 2,835.5

1. 10 pounds is equal to how many grams?

a. 453.6
b. 4536
c. 4,536.6
d. 45,360

1. 50 short tons is equal to how many metric tons?

a. 45.36
b. 50
c. 453.6
d. 4,536

1. 77 metric tons is equal how many short tons?

a. 69.85
b. 77
c. 84.87
d. 84.88

1. 0.004 short tons equals how many kilograms?

a. 0.0036288
b. 0.36
c. 3.63
d. 4.00

1. 27 grams equal how many ounces?

a. 0.48
b. 0.95
c. 270
d. 832.34

1. 100 ounces equals how many kilograms?

a. 2.84
b. 28.35
c. 90.72
d. 2835

Explanation:

Step1: Recall conversion factor

1 pound is approximately equal to 453.592 grams.

Step2: Calculate for 10 pounds

To find the number of grams in 10 pounds, we multiply the number of pounds by the conversion - factor. So, \(10\times453.592 = 4535.92\approx4536\) grams.

Step1: Recall conversion factor

1 short ton is equal to 0.907185 metric tons.

Step2: Calculate for 50 short tons

We multiply the number of short tons by the conversion factor. So, \(50\times0.907185 = 45.35925\approx45.36\) metric tons.

Step1: Recall conversion factor

1 kg is approximately equal to 2.20462 pounds.

Step2: Calculate for 180 kg

We multiply the number of kilograms by the conversion factor. So, \(180\times2.20462=396.8316\approx396.83\) pounds.

Step1: Recall conversion factor

1 kg is approximately equal to 2.20462 pounds.

Step2: Calculate for 745 kg

We multiply the number of kilograms by the conversion factor. So, \(745\times2.20462 = 1642.4419\approx1642.44\approx1642.43\) pounds.

Answer:

b. 4536