a student decreases the temperature of a 556 cm^3 balloon from 278 K to 231 K. Assuming constant pressure, what should the new volume of the balloon be

Answers

Answer 1
Answer: Given:
A student decreases the temperature of a 556 cm^3 balloon from 278 K to 231 K at constant pressure
Required:
new volume of the balloon
Solution:
Apply Boyle's law
V1/T1 = V2/T2
(556 cm3) / (278K) = V2 / (231 K)
V2 = 462 cm3

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What color represents the highest elevation

Answers

The Color Red Is What People To Represent High Elevation From: 2,000-2,400 m

red is my answer hope I helped you on this :-D :-D :-D

Entropy measures _____.a. disorder
b. energy
c. heat transferred
d. force

Answers

a. disorder

Good luck!

What was John Dalton's contribution to the development of the atomic theory?A
Dalton recognized that tiny atoms combined to form complex structures.

B
Dalton recognized the presence of electrons around a nucleus.

C
Dalton recognized the presence of protons in the nucleus.

Answers

Answer:

A. Dalton recognized that tiny atoms combined to form complex structures.

Under which conditions of temperate and pressure does oxygen gas behave least like an ideal gas

Answers

Under extremely high pressure and extremely low temperature. This is because part of the requirements of an ideal gas is that the atoms/molecules don't interact which brakes down at low temperatures and the atoms/molecules are point masses that have insignificant volumes compared to the volume the gas is in which breaks down at high pressures.

Which is the best tool to find the volume of the base that she needs to neutralize the acid

Answers

The best tool to find the volume of the base taht she needs to neutralize the acid is M1V1 = M2V2. an example is given below.

Given:

12.0 M HCl

2.0 liters of a 3.0 M HCl

Required:

volume of concentrated hydrochloric acid

Solution:

M1V1 = M2V2

(12.0 M HCl)V1 = (3.0 M HCl)( 2.0 liters)

V1 = (3.0 M HCl)( 2.0 liters)/ (12.0 M HCl)

V1 = 0.5 liters

3 x 1 US cup volume in millilitres (mL

Answers

Answer:

3 US Cups = 720 ml.

Explanation:

  1. Officially, a US Cup is 240ml (or 8.45 imperial fluid ounces.)
  2. 3 x 1 US Cup = 3 US Cups
  3. 1 US Cup = 240 ml.
  4. ∴ 3 US Cups = 3 x 240ml
  5. = 720 ml.