Alabang development corp. vs. alabang hills village association, june 2, 2014

1. Alabang development corp. vs. alabang hills village association, june 2, 2014

Answer:

the question its too confusing. ] ;

2. When did san beda college alabang name itself as san beda college alabang?

Answer:

September 07, 2004

Explanation:

September 7, 2004, after 32 years since its establishment, the college made the decision to adopt the secondary name of the institution as its official name; San Beda College Alabang.

Answer:

that is college

Explanation:

pinagaaralan ng mga kolehiyo

3. I have 50 stickers: 11 number stickers, 14 letter stickers, 9 symbol stickers and the rest are emoji stickers. 1. The ratio of number stickers to symbol stickers is ________. 2. The ratio of letter stickers to emoji stickers is ___________. 3. The ratio of number stickers to emoji stickers is ________. 4. The ratio of symbol stickers to letter stickers is __________. 5. The ratio of emoji stickers to the total number of stickers is ________.​

Answer:

1. 20

2.30

3.37

4.23

5.61

Step-by-step explanation:

You to add then that the answer thank me later if it can help you welcome ❤️

1. 11 : 9

2. 14 : 16

3. 11 : 16

4. 9 : 14

5. 16 : 50

4. Katarina bought a package of 500 stickers. 25% of the stickers are hearts. The remaining stickers are stars. Select all the statements that are true. Katarina has 100 heart stickers. Katarina has 375 star stickers. The package contains 20 sheets of stickers. 75% of the stickers are stars. The number of heart stickers is the same as the number of star stickers.

Answer:

Katarina has 375 star stickers.

Answer:

[tex]\huge\color{blue}{✿✿✿✿✿✿✿✿✿}[/tex]

[tex]\large\sf\color{lightblue}{☞︎︎︎Answer☜︎︎︎}[/tex]

Katarina has 100 heart stickers. - False.

125 heart stickers have Katarina.

[tex]0.25 \times 500 = 125[/tex]

Katarina has 375 star stickers. - True

375 star stickers have Katarina.

[tex]0.75 \times 500 = 375[/tex]

The package contains 20 sheets of stickers. - True

20 sheets of stickers have on every package.

[tex]0.2 \times 500 = 25[/tex]

75% of the stickers are stars. - True

75% of the stickers are star.

[tex]375 \div 500 = 0.75[/tex]

The number of heart stickers is the same as the number of star stickers. - False

There are 125 heart stickers and 375 stars sticker.

I hope that helped

#CaringOnLearning

[tex]\blue{\boxed{꧁༒MissLoving༒꧂}}[/tex]

5. what is proper nous of Alabang muntinlupa?​

Answer:

I don't know the answer

6. paul, ben, and emma had some stickers. ben had 200 more stickers than paul. the ratio of the number of stickers paul had to the number of stickers emma had was 4:3. after ben gave 1/8 of his stickers to paul, he had 60 fewer stickers than paul. find the number of stickers paul. had at first?​

Ratio and Proportion

The problem is an application of ratio and proportion. Let's define, ratio and proportion.

What is Ratio

A ratio is an ordered pair of numbers a and b, written as a / b or a : b, where a and b does not equal to zero.

Example

1/2 or 1:2, read as one is to two

3/4 or 3:4, read as three is to four

6/5 or 6:5, read as six is to five

In example number one, it states that in every 1 unit, it has 2 units or item. Like, in a class, in every 1 boy, it has 2 girls in a group presentation. The ratio of boy to girl is 1:2.

Remember that, ratio is always written in lowest term.

What is Proportion

A proportion is an equation in which two ratios are set equal to each other.

Example

2/3 = 4/6

1/3 = 3/9

4/7 = 8/14

You can identify if the set of ratio are proportion when the cross product is equal.

2/3 = 4/6

Cross Product → (2)(6) = (3)(4) → 12 = 12 ✓

In the given problem "Paul, ben, and emma had some stickers. ben had 200 more stickers than paul. the ratio of the number of stickers paul had to the number of stickers emma had was 4:3. after ben gave 1/8 of his stickers to paul, he had 60 fewer stickers than paul. find the number of stickers paul. had at first?"

Given

Ben had 200 more stickers than Paul

The ratio of the number of stickers paul had to the number of stickers emma had was 4:3

Ben gave 1/8 of his stickers to paul, he had 60 fewer stickers than Paul

Solution

Let x is the number of Paul's stickers

Ben = 200 + x

4:3 = x:y, where y is the number of Emma's stickers

y = 3x/4

1/8(200+x) + x = 7/8(200+x) + 60

Solve for x

1/8(200+x) + x = 7/8(200+x) + 60

25 + 1/8x + x = 175 + 7/8x + 60

1/8x + x - 7/8x = 175 + 60 - 25

1/4x = 210

x = 840

Check

Ben = 200 + x = 840 + 200 = 1040

Paul has 840 stickers and Ben has 1040 stickers.

Ben gave 1/8 of his stickers to paul, he had 60 fewer stickers than Paul.

1/8(1040) + 840 = 970→ new stickers of Paul

1040 - 1/8(1040) = 910 → present stickers of Ben

910 is 60 fewer than 970, (CORRECT)

Final answer

The number of stickers Paul is 840.

Read more!

IV. Define Ratio and Proportion

RATIO- PROPORTION-

brainly.ph/question/10149234

#CarryOnLearning

#BRAINLYFAST

7. Alabang city in manila in chinese language called

Answer:

馬尼拉的阿拉班夫市

Explanation:

ito napo hehe

8. i have 50 stickers 11 numbers sticker 14 letter stickers 9 symbols stickersand the rest emoji. what is the ratio of letter sticker to emoji sticker​

Answer:

Ratio = 11:9

Step-by-step explanation:

Numbers of number stickers= 11Numbers of letter stickers= 14Numbers of symbol stickers = 9

Ratio of number stickers to symbol stickers

= numbers of number stickers

______________________

numbers of symbol stickers

= 11

_

9

Ratio = 11 : 9

^_^

9. I have 50 stickers: 12 animal stickers, 10 plant stickers, 15 flower stickers and the rest are stickers of insects. The ratio of animal stickers to the total is The ratio of plant stickers to the total is The ratio of flower stickers to the total is The ratio of flower stickers to that of plant is The ratio of insect stickers to the total is The ratio of insect stickers to that of animals is

Ratio of animal stickers to total is 12:50

Ratio of plant stickers to total is 10:50

Ratio of flower stickers to total is 15:50

Ratio of flower stickers to plant stickers is 15:12

Ratio of insect stickers to total is 13:50

Ratio of insect stickers to animal stickers is 13:12

10. How to go to northgate cyberzone alabang?

Ride a jeepney in south station or in Alabang wet market going to Alabang town center. Just tell the driver to drop you off at northgate alabang.

11. like a sticker sticker sticker​

oum ano po iyan sayang po points nyo

Answer:

Morning po Have a grwday

Explanation:

God bless

12. Sasha is putting stickers in a sticker book. She put 50 stickers on the first page, 46 stickers on the second page, 42 stickers on the third page, and 38 stickers on the fourth page. If this pattern continues … 34. how many stickers will Sasha put on the fifth page? _______ 35. how many stickers will Sasha put on the eighth page? _______ 36. how many stickers will Malia put on the twelfth page?_______​

Answer:

34

22

6

Step-by-step explanation:

correct me if im wrong hope it helps❤️

Answer:

34. 34

35. 22

36.6

Step-by-step explanation:

I hope it helps.

You just need to subtract it with 4

13. alabang to manila ilang kilametro ang layo​

Answer:

25.9 km

Step-by-step explanation:

base on my research

14. how many members comprice barangay alabang​

red key to your house and there's nothing else to

15. kit and kat had 50 stickers in all. then kit gave Kat 5 stickers. then they have equal number of stickers. how many stickers had kit initially?​

Answer:

45 stickers had kit intially

Solution:

[tex]50 - 5 = 45[/tex]

16. have 50 stickers: 12 spiderman stickers 10 superman sticker 15 iron man stickers and the rest are stickers of the hulk what is the ratio of iron man sticker to that superman?​

Answer:

15:10

15 IS TO 10

15/10

Step-by-step explanation:

HOPE IT HELPS. :)

17. What is the barangay of northgate alabang?

Alabang is a barangay in Muntinlupa, Philippines. At one time the area was a farming district, and has since grown from a village to a major commercial center, which includes the Filinvest City and Madrigal Business Park. It is 8.064 square kilometers.[2] A large portion of Ayala Alabang came from Barangay Alabang.[citation needed] It is formerly the location of the Alabang Stock Farm.[

18. Scarlet gave 10 stickers from her collection to Stephanie and Jaynard . Then she gave 14 stickers to Melisa and 6 stickers to Starla. She still had 275 stickers. How many Stickers were in Scarlet's Collection, to begin with?​

Answer:

305 Stickers were in Scarlet's collection.

19. who create vision in SBCA college of alabang

Pa brainlies po pls kailangan po

20. Hannah has 229 horse stickers and 164 kittens stickers how many more horse stickers kitten stickers does Hannah have

Answer:

Hannah has 65 more horse stickers than kitten stickers.

Step-by-step explanation:

In order to calculate the amount of horse stickers she got compared to kitten stickers, what you have to do is use subtraction.

To calculate how many more horse stickers she got you have to take the number of horse stickers (229) and subtract the amount of kitten stickers (164) which then equals 65 more horse stickers.

229 - 164 = 65 more horse stickers than kitten stickers

21. magsaliksik tungkol sa Alabang​

ANSWER:

Alabang is a barangay in Muntinlupa, Philippines.

EXPLANATION:

At one time the area was a farming district, and has since grown from a village to a commercial center, including the Alabang Commercial Center and Filinvest City. It also resides near the Jalgalado Business Park. It is 8.064 square kilometers.

22. i have 50 stickers 12 spider-man stickers 10 superman stickers 15 iron man stickers and the rest are stickers of hulk​

Answer:

13 left

Step-by-step explanation:

50- (12+10+15)

50- 37

13

23. how many sticker are theirilan sticker nandyan​

Answer:

HAPPY NEW YEAR

pa BRAINLIEST po please

24. Danny had some stickers and give 1/3 on the stickers plus one sticker to his brother then he gave 1/3 of the remaining stickers plus four stickers three sister finally gave one half of what remained plus three stickers to best friend he found that he had four stickers like how many stickers did danny have at first

Know that math problems are a combination of addition, subtraction, multiplication, and division to transforming phrases to algebraic expressions  and solving equations and more.  The following word problem above is an example of the combination mentioned.

Notice that the problem talks about Danny giving stickers to his brother, sister, and best friend, which would definitely mean that there is subtraction and addition in the process. But take note that there are also fractions mentioned, which would mean ratio.  

We solve the problem step by step and phrase to phrase.

"Danny had some stickers"

The phrase absolutely did not mention any amount of stickers he originally had. So we let "s" as the original number of stickers Danny had.

"Give 1/3 of the stickers plus one sticker to his brother"

If he had "s" stickers, then 1/3 of it will be s/3. But notice that there is a "plus 1" in the sentence which would mean we have to add another sticker, so we have

[tex]\frac{s}{3} + 1[/tex]

If we get the remaining stickers Danny has after giving some to his brother, we can get

[tex]s - (\frac{s}{3}-1)[/tex]

"he gave 1/3 of the remaining stickers plus four stickers to his three sisters"

So 1/3 of the remaining stickers would give us [tex]\frac{1}{3}( s - (\frac{s}{3}-1))[/tex]

Thus the sentence would be transformed as  

[tex]\frac{1}{3}( s - (\frac{s}{3}-1))[/tex][tex]+4[/tex]

Therefore, Danny's remaining sticker would be

[tex]s - ( \frac{s}{3} +1) - ((\frac{1}{3}) (s-( \frac{s}{3} +1)) + 4)[/tex]

"Finally, he gave 1/2 of what remained plus three stickers to his best friend"

If the remaining stickers are represented by

[tex]s - ( \frac{s}{3} +1) - ((\frac{1}{3}) (s-( \frac{s}{3} +1)) + 4)[/tex], then half of it plus 3 will be  

[tex]\frac{1}{2}[/tex]([tex]s - ( \frac{s}{3} +1) - ((\frac{1}{3}) (s-( \frac{s}{3} +1)) + 4)[/tex])[tex]+3[/tex]

Notice that Danny's remaining sticker after giving his sisters and the remaining sticker after giving his best friend have the same expression, that is why we can let [tex]s - ( \frac{s}{3} +1) - ((\frac{1}{3}) (s-( \frac{s}{3} +1)) + 4)[/tex][tex]=z[/tex], this is what we  

so call algebraic substitution.

Therefore, what remains in him is

[tex]z-( \frac{z}{2} +3)[/tex]

After giving them all, he noticed that he now has 4 stickers remaining. So we  

can equate the algebraic expression we have to 4, giving us

[tex]z-( \frac{z}{2} +3) = 4[/tex]

Solving for z, we get [tex]z=14[/tex]

Thus, if we equate the values we have

[tex]s - ( \frac{s}{3} +1) - ((\frac{1}{3}) (s-( \frac{s}{3} +1)) + 4) = z\\s - ( \frac{s}{3} +1) - ((\frac{1}{3}) s-( \frac{s}{3} +1)) + 4) = 14[/tex]

Simplifying, we get

[tex]s- \frac{s}{3} -1 - \frac{s}{3} + \frac{s}{9} + \frac{1}{3} -4 = 14[/tex]

Transposing all variables to the left,

[tex]s- \frac{s}{3} - \frac{s}{3} + \frac{s}{9} = 14 +4 - \frac{1}{3} +1\\s=42[/tex]

Therefore, Danny has originally 42 stickers.

For more related problems, see links below.

https://brainly.ph/question/1955941

https://brainly.ph/question/1962431

https://brainly.ph/question/259862

25. Direction: Read and answer the statements then express the ratios in their simplest form. I have 50 stickers: 12 Spiderman stickers, 10 Superman stickers, 15 Iron man stickers and the rest are stickers of Hulk. Simplest Form 20. The ratio of Spiderman stickers to the total is ___________ ___________ 21. The ratio of Superman stickers to the total is ___________ ___________ 22. The ratio of Iron man stickers to the total is ___________ ___________ 23. The ratio of Iron man stickers to Superman stickers is ___________ ___________ 24. The ratio Hulk stickers to the total is ___________ ___________ 25. The ratio of Hulk stickers to that Spiderman sticker is ____________ ____________

Answer:

20.   12:50

        6:25 ( Simplest Form)

21.     10:50

         1:5  ( Simplest Form)

22.     15:50

          3:10  ( Simplest Form)

23.     15:10

          3:2   ( Simplest Form)

24.     13:50 ( Simplest Form)

25.     13: 12 ( Simplest Form)

Step-by-step explanation:

26. MY BUMPER STICKER rubric for bumper sticker​

Answer:

hmm what's the question?

27. The ratio of Nena's stickers to karen's stickers was 4:3. Nena gave half of her stickers to karen. She counted her remaining stickers and found that she has now 30 fewer stickers than karen. How many stickers did nena have at first? explain thankyou! :)

If it is 4:3, it will become a 2:5 after Nena gave half of her stickers to Karen. Now Nena has 3 fewer stickers than Karen. You are just going to divide the 30 in 3. It is equal to 10 and multiply 10 in 4 and 3. Therefore, the ratio is 40:30. And Nena has 40 stickers at first. Hope it helps :)20
because
4:3-2:5
1=10
2=20

28. Jess has 160 kitty stickers. Jess gave 44 stickers to Ashley, 31 stickers to her sister and an addition 21 stickers to Ashley. How many stickers does Jess still have?

Answer:

160-(44+31+21)= 64 stickers

Hence, there are 64 stickers that Jess still have.

Answer:

64 stickers

Step-by-step explanation:

Jess has 160 stickers.

She gave 44 to Ashley and an addition of 21 stickers

44 + 21 = 65

(160 - 65) = 95

Jess also gave 31 stickers to her sister

(95 - 31) 64

Jess still has 64 stickers

29. Mila has 36Flowers stickers,whileJeffa has 30heart sticker s.they will give all the stickers to their classmates.they want each classmate to have the same numbers of flowers stickers and heart stickers . What is the most number of class mates that can have stickers.​

Answer:

30 stickers

Step-by-step explanation:

just minus both numbers

30. ano ang katangian ng barangay alabang​

Answer:

matulongin ang mga tao, marami po