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aivan3 [116]
1 year ago
9

What type of contraction involves the development of tension but no change in length?.

Social Studies
1 answer:
valentinak56 [21]1 year ago
6 0

An isometric contraction is the kind of contraction that leads to development of tension but no increase in length.

An isometric contraction occurs as the muscle produces tension without changing the angle of a skeletal joint. Isometric contraction is a static muscle action that helps to maintain the posture. For example, the antigravity muscles. It occurs in the biceps when the arms may be holding a weight. In such a posture, the biceps enlarge due to holding of weight and produces tension but do no increase in length. It stops the flexion of elbow. In such contraction, no work is done, and lesser amount of heat energy is released in comparison to isotonic contractions.

Learn more about Contractions at:

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Jalonda is a teacher who would like to enhance the moral development of her class. Based on research, which of the following is
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In explaining the actions of people we do not know well, we often demonstrate cognitive dissonance. central route persuasion. th
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The correct answer (c) the fundamental attribution error.

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Full Question:In explaining the actions of people we do not know well, we often demonstrate

a)   cognitive dissonance

c) central route persuasion

c) the fundamental attribution error.

d)the foot-in-the-door phenomeno

4 0
10 months ago
Assume that your firm wants to choose between two project options:
stepladder [879]

Answer: Project B should be chosen as it has a higher NPV of $70,314.97

Explanation:

You need to find the Net Present Value of both projects. The better investment is the one with a higher Net Present Value.

As there will be inflation, this needs to be included in the required return:

= 10% + 3%

= 13%

This will be the rate for discounting.

Project A:

Net Present Value = Present value of cash inflows - Cash invested

Present value of cash inflows:

This is a constant inflow so is an annuity. Present value will be:

= Amount * Present value interest factor of annuity, 5 years, 13%

= 150,000 * 3.5172

= $527,580

Net Present value = 527,580 - 500,000

= $27,580

Project B:

Net Present Value = Present value of cash inflows - Cash invested

= 50,000 / (1 + 13%)² + 200,000 / 1.13³ + 300,000 / 1.13⁴ + 200,000 / 1.13⁵ - 400,000

= 470,314.97 - 400,000

= $70,314.97

Project B should be chosen as it has higher NPV.

3 0
3 years ago
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