# Guide How To Rent

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## how much an hour can you rent a rent-a-cop

Ask: how much an hour can you rent a rent-a-cop

huh diko po kyu maintindihan ehh

## I s your family renting a house? how much is

Yes ,it’s 4,000 pesos

Explanation:

wala kaming sailing lupa sa lugar na yon

## how important is the cost of rent to the business?

Ask: how important is the cost of rent to the business? explain it and consider also where the rent is cheaper but less traffic vs high rent with high traffic.​

• I don’t now haowwjja hwub

## A group of tourists spends \$153 to rent snorkels and

Ask: A group of tourists spends \$153 to rent snorkels and fins. A total of 12 snorkels and 15 pairs of fins are rented. Renting a snorkel costs three times as much as renting a pair of fins. How much does it cost to rent a snorkel?

\$9

Step-by-step explanation:

Let’s take the values separately.

First we know that the group spent \$153 to rent a total of 12 snorkels and 15 pairs of fins.

S = Snorkels

F = Fins

12S + 15F = 153

We know that the snorkels costs 3 times the value of the fins. So lets substitute S for 3F.

12(3F) + 15F = 153

Now that we have similar terms we can then proceed.

36F + 15F = 153

51F = 153

We then need to divide both sides by 51.

[tex]frac{51F}{51}[/tex] = [tex]frac{153}{51}[/tex]

F = 153/51

F = 3

Now that we know how much the fins costs we can then solve for how much the snorkels cost by multiplying it by 3.

S = 3F = 3 * 3

S = 9

Therefore we have:

\$3 for the fins and \$9 for the snorkels.

For more math problems, visit these links:

• https://brainly.ph/question/93404
• https://brainly.ph/question/1934105
• https://brainly.ph/question/109223

## PROBLEM # 4A videoke machine can be rented for Php1000

A videoke machine can be rented for Php1000 for three days,but for the fourth day onward an additional cost of Php400 per day is added

a) represent the cost of renting a videoke C as a piecewise function of the number of days d it is rented
b.)how much will be the rent for extra 2 days
c.)how much will be the rent for 8 days
d.)how much will be the rent for extra 3 days

i think it is C but tell me if im wrong

## at a music store, four albums are rented for every

Ask: at a music store, four albums are rented for every nine movies that are rented. if 16 albums were rented how many movies should the store expected to be rented

36

Step-by-step explanation:

• You should divide 16 to 4, and the answer is 4
• Then you should multiply 4 to 9, and the answer is 36.

So when 16 albums were rented,

there will be 36 movies that will be rented.

## A group of tourists spends \$153 to rent snorkels and

Ask: A group of tourists spends \$153 to rent snorkels and fins. A total of 12 snorkels and 15 pairs of fins are rented. Renting a snorkel costs three times as much as renting a pair of fins. How much does it cost to rent a snorkel?

Problem Solving

The cost to rent a snorkel is \$9.

Step-by-step explanation:

Given that the group of tourists have spent \$153 in renting snorkels and fins and there are 12 snorkels and 15 pairs of fins being rented, allow x to be the amount paid for the rent of the snorkels and y to be the rent for pairs of fins then 12x + 15y = 153. Given also that the rent for a snorkel is three times the rent of a pair of fins then x = 3y then, 12(3y) + 15y = 153. Simplify the equation, 36y + 15y = 153. 51y = 153. Solve for y by dividing both sides of the equation by 51 then, y = 153/51 = 3. Therefore, renting a pair of fins costs \$3. To compute for the rent of a snorkel, use the equation x = 3y then, x = 3(\$3) = \$9.

## In one day movie store rented out 20 comedies .

Ask: In one day movie store rented out 20 comedies . If the ratio of comedies rented to action movies were rented was 4:3, How many action movies were rented

15

Step-by-step explanation:

divide mo si 20 kay 4 then times mo kay 3

## solve each problem completely At a music store,four albums are

Ask: solve each problem completely At a music store,four albums are rented for every nine movies that are rented. If 16 albums were rented, how many movies should the store expect to be rented?

Answer: The store should expect to rent 36 movies

Step-by-step explanation:

For every 4 albums you rent 9 movies. 16 divided by 4 equals 4 which accounts for the 16 albums.  You would multiply 4 times 9 which equals to 36.

## at the music store ,four albums are rented for every

Ask: at the music store ,four albums are rented for every nine movies that are rented .If 16 albums were rented ,,how many movies should the store expect to be rented​