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Komok [63]
2 years ago
14

When the supply of a commodity decreases while demand remains the same price tends to:_____.

Business
1 answer:
postnew [5]2 years ago
3 0

When the supply of a commodity decreases while demand remains same then the same price tends to increase.

Given that the supply of a commodity decreases while the demand remains same.

We are required to find the effect of decrease of supply on the price of the commodity if the demand remains same.

Supply is the amount of good that the producer manufactures and sends to the market.

Demand is the amount of good that the consumer wants to consume.

When the supply of a commodity decreases,the supply will shift leftwards. The demand remains same then from the graph we can find that the price of the commodity increases from P to P1.

Hence when the supply of a commodity decreases while demand remains same then the same price tends to increase.

Learn more about supply at brainly.com/question/25843620

#SPJ4

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4 years ago
A man has $245,000 invested in three properties. One earns 12%, one 10% and one 8%. His annual income from the properties is $23
astraxan [27]

Answer:

for 8% investment = $110000

for 12% investment = $55000

for 10% investment =  $80000

annual income for each property is

x amount for 8% investment = $8800

y amount for 12% investment = $6600

z amount for 10% investment = $8000

Explanation:

Given data

investment = $245000

rate 1 = 12%

rate 2 = 10%

rate 3 = 8%

annual income = $23400

rate = 8%  twice that invested at 12%

to find out

invested in each property and  the annual income from each property

solution

let us consider x amount for 8% investment

and consider y amount for 12% investment

and consider z amount for 10% investment

from question we say,  8% is twice that invested at 12%

x = 2y      ........1

and

x + y + z = 245000      .............2

put 1 in equation 2

2y + y + z = 245000  

z = 245000 - 3y            ...................3

and we can say that

0.08x + 0.12y + 0.10z = 23400              ...........................4

put equation 1 and 3 in 4

0.08(2y) + 0.12y + 0.10( 245000 - 3y ) = 23400

0.16y + 0.12y - 0.3y = -1100

0.02y = 1100

y = $55000

so x = 2(y) = 2(5500) = $110000

and z = 245000 - 3(55000) = $80000

so annual income for each property is

x amount for 8% investment = 0.08 × 110000 = $8800

y amount for 12% investment = 0.12 × 55000 = $6600

z amount for 10% investment = 0.10 × 80000 = $8000

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