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arlik [135]
3 years ago
12

A flying squid (family Ommastrephidae) is able to "jump" off the surface of the sea by taking water into its body cavity and the

n ejecting the water vertically downward. A 0.70 kg squid is able to eject 0.26 kg of water with a speed of 20 m/s.(a) What will be the speed of the squid immediately after ejecting the water? (b) How high in the air will the squid rise?
Business
1 answer:
Zielflug [23.3K]3 years ago
4 0

Answer: V=7.43m/s

d =2.82m

Explanation:

a) For the first part, the initial velocity immediately after ejection, by using momentum conservation

before ejection, the momentum of the squid/water system is zero

there are no external forces acting on the system at the moment of ejection, so we can find the speed of the squid by noting

momentum before ejection = momentum after ejection

0 = M1U + M2V

0=-0.26 kg x 20 m/s + 0.7kg x V

where the speed of the water is taken as the negative sign, and V is the speed of the squid right after ejection, solving for V we get

V=7.43m/s

B. we use the equation vf^²=v0^²+2ad

where vf=final velocity = 0 since velocity is zero at motion's apex

v0=initial velocity = 7.43m/s

a = acceleration = -9.8m/s/s

d=height (to be found)

Therefore,

0=7.43^²+2(-9.8)d

Mathematically, it becomes

d=7.43^²/2(9.8)= 2.82m

d = 2.82m

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Answer:

Line organization model

Explanation:

Based on the information provided within the question it seems that Party Pros Inc. is using a Line organization model. This is an organizational structure in which power flows from the top to the bottom, meaning that the person at the top is the owner and the individuals in each level of the hierarchy answer to those in the upper levels, all of which are trying to accomplish the same organizational goals. Such as is being described in this situation.

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Let’s see how fees can hurt your investment strategy. Let’s assume that your mutual fund grows at an average rate of 5% per year
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Answer:

We notice that the more the fees increase for a constant rate of return, the number of years it takes to double on the investment also increases. For example;

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Explanation:

The rule of 70 is a formula that can be used to estimate the number of years it will take an investment to double up.The formula is expressed as;

Number of years to double=70/Annual rate of return

a). Given;

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Net rate of return=Annual rate of return-Annual fees=(5%-0.5%)=4.5%

Replacing;

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b). Given;

Annual rate of return per unit of investment=5%

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Replacing;

Number of years to double=70/Net rate of return

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c). Given

Annual rate of return per unit of investment=5%

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Net rate of return=Annual rate of return-Annual fees=(5%-2.5%)=2.5%

Replacing;

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Answer:

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The effective annual rate formula below can be used to determine the actual rate charged by the bank as follows:

Effective annual rate=(1+APR/n)^n-1

APR=20%

n=number of times interest is computed yearly=365

Effective annual rate=(1+20%/365)^365-1

Effective annual rate=1.221335858 -1

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