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rjkz [21]
4 years ago
9

Kendra has a babysitting business that she earns $6 per hour she babysits. She already has $50. She wants to earn enough to buy

a new phone for $350. Write an equation that represents how many hours she needs to babysit to earn the money to pay for the phone. How many hours does she have to work?
Business
1 answer:
daser333 [38]4 years ago
8 0

Answer:

50 hours

Explanation:

Let x represents the number of hours that Kendra needs to work

She gets $6 for one hour so for x hours

6x

She already have $50 so add it  

6x + 50

She wants to have a total of $350 so equation becomes

6x + 50 = 350

Now lets solve this equation

6x = 350 - 50

6x = 300

x = 300/6

x = 50 hours

So Kendra have to babysit for 50 hours so that she can buy a new phone for $350

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Minor Electric has received a special one-time order for 600 light fixtures (units) at $12 per unit. Minor currently produces an
AfilCa [17]

Answer:

To earn $1,150 the order should be 900 units.

Explanation:

Giving the following information:

Selling price= $12

Unitary variable cost= $10

Incremental fixed costs= $650

Desired profit= $1,150

<u>Because it is a special order, and there is unused capacity (1,000 units), we will take into account only the incremental fixed costs.</u>

<u>To calculate the number of units to be sold, we can use the break-even point formula with the desired profit:</u>

<u></u>

Break-even point in units= (fixed costs + desired profit) / contribution margin per unit

Break-even point in units= (650 + 1,150) / 2

Break-even point in units= 900 units

To earn $1,150 the order should be 900 units.

3 0
3 years ago
You have the following data for Year 0 and Year 1:
sergejj [24]

Answer:

Free cash flow for year 1 = -$1m

Explanation:

Lets first understand what free cash flow is. Free cash flow is the cash generated by a business that is freely available for distribution to all investors after having met all the immediate obligations, investment in non-current assets and investment in working capital. Since it's cash flows we have to add back non-cash items such as depreciation and amortization.

The question is asking for free cash flow for year 1 therefore we take data for the year 1 as follows:

Free cash flow for year 1 = $5m + $2m - $6m - $2m  

Free cash flow for year 1 = -$1m

Seems entity has net cash outflows that's why the cash flows are negative.

7 0
4 years ago
A well insulated 3-m X 4-m X 6-m room initially at 7 degrees C is heated by the radiator of a steam heating system. The radiator
poizon [28]

Answer:

The average temperature of air in 45 minutes is 10.74°C

Explanation:

Given

Time t = 45 minutes

Initial Air Temperature, T1 = 7°C

Fan work W = 120W

Radiator Volume = V1 = 15L

Initial Steam Pressure = P1 = 200kPa

Initial Steam Temperature = Ts1 = 200°C

Final Steam Pressure = P2 = 100kPa

The radiator is our system.

We take the system as a close system.

The energy balance is given as follows

-Qout = ∆U

-Qout = m(u2 - u1)

Calculating u2

From steam table (see attachment below)

At P1 and Ts1

P1 = 200kPa, Ts1 = 200°C

u1 = 2654.6KJ/Kg

v1 = 1.08049 m³/Kg

At P2 = 100kPa,  v1 = v2

vf = 0.001043m³,   vg = 1.6941m³/kg    uf = 417.4kj/kg      ufg = 2088.2kj/kg

x2 = (v2 - vf)/(vg - vf)

x2 =  (1.08049 - 0.001043)/(1.6941 - 0.001043)

x2 = 1.079447/1.693057

x2 = 0.63757

u2 = uf + x2ufg

u2 = 417.4 + 0.63757 * 2088.2

u2 = 417.4 + 1331.374

u2 = 1748.774

Solving for m

m = V1/v1

m = 15L/1.08049

m = 0.015/1.08049

m = 0.01388Kg

So, -Qout = m(u2 - u1) becomes

0.01388(1748.774 - 2654.6)

= 0.01388 * -905.826

= -12.572

-Qout = -12.572

So, Qout = 12.572KJ

The dimensions of the room is 3 * 4 * 5.

The mass and volume of air in the room is given by

Volume = 3 * 4 * 6 = 72m³

Mass = P * V/RT

Where R = Gas Constant = 0.287

T = T1 = 7°C = 273+ 7 = 280K

P = P2 = 100kPa

Mass = (100 * 72)/(0.287 * 280)

Mass = 7200/80.36

Mass = 89.597Kg

The amount of work is defined by

Work = Fan work W * Time t

Work = 120 * 45 minutes

Work = 120 * 45 * 60seconds

Work = 324000J

Work (fan, in) = 324KJ

Taking the air in the room as the system

The energy balance is as follows

∆Energy = E(in) - E(out)

E(in) = Q(out) + W(fan,in)

E(out) = W(out)

∆Energy = ∆U

So, we have

∆U = Q(out) + W(fan,in) - W(out)

∆U + W(out) = Q(out) + W(fan,in)

∆U + W(out)  = 12.572 + 324

∆U + W(out) = 336.572

∆U + W(out) = ∆H (Change in heat energy)

This is given by mc(T2 - T1)

Where m = 89.597kg

c = specific heat of air at constant pressure = 1.005

T1 = 7°C

Substituting in these values, we have

336.572 = 89.597 *1.005 (T2 - 7)

=> 336.572 = 90.044985(T2 - 7)

T2 - 7 = 3.74

T2 = 3.74 + 7

T2 = 10.74°C

8 0
4 years ago
Selected accounts with some amounts omitted are as follows: Work in Process Oct. 1 Balance 23,000 Oct. 31 Goods finished X 31 Di
Anna11 [10]

Answer:

b.$220,800

Explanation:

Calculation to determine what was the amount of factory overhead applied in October

Finished goods during October $ 329,500

Add: Balance of work in progress on October 31 $203,500

Less: Balance of work in progress on October 1 (23,000)

Less: Direct Materials $(94,300)

Less: Direct Labor ($194,900)

Factory Overhead applied in October $$220,800

Therefore the amount of factory overhead applied in October is $220,800

5 0
3 years ago
Different prices are commonly charged to different groups of consumers for tickets at movie theaters, whereas the groups are cha
ankoles [38]
I think the explanation of this manner is that the concession items have a high-profit margin. It has more sales than the theater tickets. So to avoid the possible losses of income, the theater decides to make the prices of each item of concession stand must be the same to a different group of people. 
4 0
4 years ago
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