1 lb ≈ 0.454 kg
1 in ≈ 2.54 cm
I'm not sure I understand the "do not" part of this question. What does it mean to convert from cubic inches (volume) to inches (length), and from centimeter to cubic centimeters?
In any case, you have
(1 lb)/(32.375 in³) ≈ (1 lb)/(3.19 in)³
… ≈ (1 lb)/(3.19 in)³ × (0.454 kg)/(1 lb) × ((1 in)/(2.54 cm))³
… ≈ (0.454 kg)/(3.19 in)³ × ((1 in)/(2.54 cm))³
… ≈ (0.454 kg) × ((1 in)/((3.19 in) × (2.54 cm))³
… ≈ (0.454 kg) × (1/(8.10 cm))³
… ≈ (0.454 kg) × 1/(530.531 cm³)
… ≈ (0.454 kg)/(530.531 cm³)
… ≈ 0.000856 kg/cm³
Answer:
The weight of the larger box = 15.75 kg.
The weight of the smaller box = 13.75 kg.
Step-by-step explanation:
We have the two equations based on the scenario.
The equations are:
'x' represents the weight of the larger box.
and 'y' the weight of the smaller box.
Multiplying Equation (2) by 3 throughout, we get:
Subtracting this and Equation (1), we get:
kg.
∴ The weight of the Larger box is 15.75 kg.
Substituting the value of 'x' in either of the equations will give us the value of 'y', the weight of the smaller box.
We substitute in Equation (1).
We get: 9y = 234 - 7(15.75)
⇒ 9y = 123.75
⇒ y = 13.75
∴ The weight of the smaller box is 13.75 kg.
Answer:
option a (2,2,5)
Step-by-step explanation:
First we have to notice that it tells us that the scale is 1/5.
This means that the measures of the new triangle will be 5 times smaller than those of the other triangle.
Now we just have to take the measurements of the sides of the triangle and multiply them by 1/5 or divide them by 5
AB = 10 DE = 10/5 = 2
BC = 10 EF = 10/5 = 2
AC = 25 DF = 25/5 = 5
DE = 2
EF = 2
DF = 5
(2, 2, 5)
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