1. Find the weight of flour in the current mixture: The total ratio is 5 parts flour + 3 parts sugar = 8 parts total. Each part represents a portion of the total weight (40 kg). So, one part is equal to 40 kg / 8 parts = 5 kg. Therefore, the weight of flour in the current mixture is 5 parts flour * 5 kg/part = 25 kg. 2. Determine the desired weight of flour in the new mixture: In the new ratio, there are 2 parts flour and a total of 2 + 5 = 7 parts. Since the bakery wants to keep the flour amount the same, the weight of flour in the new mixture is also 25 kg. 3. Calculate the total weight needed in the new mixture: We know the weight of flour stays the same (25 kg), and the new ratio of flour to sugar is 2:5. To find the total weight needed for this 2:5 ratio to hold 25 kg of flour, we can set up a proportion: (flour ratio) / (total ratio) = (flour weight) / (total weight) Substituting the values: 2 / (2 + 5) = 25 kg / (total weight) Solving for the total weight: 2 * (total weight) = 25 kg * (2 + 5) total weight = (25 kg * 7) / 2 total weight = 87.5 kg 4. Find the amount of sugar currently in the mixture: We know the total weight of the current mixture (40 kg) and the weight of flour (25 kg). Therefore, the weight of sugar in the current mixture is 40 kg - 25 kg = 15 kg. 5. Calculate the amount of sugar needed in the new mixture: We found the total weight needed in the new mixture (87.5 kg) and the weight of flour that will stay the same (25 kg). The weight of sugar in the new mixture is 87.5 kg - 25 kg = 62.5 kg. 6. Determine the amount of sugar to add: To reach the desired amount of sugar in the new mixture (62.5 kg), the bakery needs to add 62.5 kg - 15 kg (current sugar) = 47.5 kg of sugar. Therefore, the bakery needs to add 47.5 kilograms of sugar to the mixture.
2. Calculate the increase in the amount of sugar needed to achieve the new ratio: In the new ratio, flour to sugar = 2:5 Let the amount of sugar to be added be x kg. According to the new ratio: Flour : Sugar = 2 : 5 This means the amount of flour is (2/7) * total new mixture and the amount of sugar is (5/7) * total new mixture. We already have 25 kg of flour, so the flour from the new mixture is (2/7) * total new mixture = 25 kg The sugar from the new mixture is (5/7) * total new mixture = 15 kg (initial sugar) + x kg (sugar to be added) Equating the sugar parts: 15 + x = 5/7 * (40 + x) 105 + 7x = 200 + 5x 2x = 95 x = 95 / 2 = 47.5 kg Therefore, the bakery should add 47.5 kg of sugar to achieve the new ratio of 2:5. So, the closest answer to 47.5 kg from the options provided is c. 95kg.
Logical Reasoning Q: The wall sometimes breaks. A person sitting on the wall falls if the wall breaks. Humpty Dumpty sits on a every day while having lunch. Conclusion: A. Humpty Dumpty always falls while having lunch. B. Humpty Dumpty does not fall sometimes while having lunch. C. Humpty Dumpty never falls during dinner. D. When Humpty Dumpty does not sit on the wall, the wall does not break. E. When Humpty Dumpty having lunch, the wall always breaks.
40kg / 7 (2+5) = 5.71 5.71 x 2 = 11.42 flour 5.71 x 5 = 28.55 sugar Given from 1st statement is sugar = 15 Vs 2nd statement of how much sugar should be added. So 28.55 - 15 = 13.55 >>> which is the answer. I hope po tama pagka intindi ko.
Flour
12.5
12.5
Sugar
75
Answer 100kg
Add mulang cguro ma'am Ang 25 nga flour kg 75 nga sugar
Thank you Ma'am Leonalyn! Planning to take csc this August! God willing masungkit ko na siya hahahaha
Nakakatuwa si mam leonalyn.pero.very matiaga.to explain.very appreciated parin.thankyou mam😂
1. Find the weight of flour in the current mixture:
The total ratio is 5 parts flour + 3 parts sugar = 8 parts total.
Each part represents a portion of the total weight (40 kg). So, one part is equal to 40 kg / 8 parts = 5 kg.
Therefore, the weight of flour in the current mixture is 5 parts flour * 5 kg/part = 25 kg.
2. Determine the desired weight of flour in the new mixture:
In the new ratio, there are 2 parts flour and a total of 2 + 5 = 7 parts.
Since the bakery wants to keep the flour amount the same, the weight of flour in the new mixture is also 25 kg.
3. Calculate the total weight needed in the new mixture:
We know the weight of flour stays the same (25 kg), and the new ratio of flour to sugar is 2:5.
To find the total weight needed for this 2:5 ratio to hold 25 kg of flour, we can set up a proportion:
(flour ratio) / (total ratio) = (flour weight) / (total weight)
Substituting the values:
2 / (2 + 5) = 25 kg / (total weight)
Solving for the total weight:
2 * (total weight) = 25 kg * (2 + 5)
total weight = (25 kg * 7) / 2
total weight = 87.5 kg
4. Find the amount of sugar currently in the mixture:
We know the total weight of the current mixture (40 kg) and the weight of flour (25 kg).
Therefore, the weight of sugar in the current mixture is 40 kg - 25 kg = 15 kg.
5. Calculate the amount of sugar needed in the new mixture:
We found the total weight needed in the new mixture (87.5 kg) and the weight of flour that will stay the same (25 kg).
The weight of sugar in the new mixture is 87.5 kg - 25 kg = 62.5 kg.
6. Determine the amount of sugar to add:
To reach the desired amount of sugar in the new mixture (62.5 kg), the bakery needs to add 62.5 kg - 15 kg (current sugar) = 47.5 kg of sugar.
Therefore, the bakery needs to add 47.5 kilograms of sugar to the mixture.
2. Calculate the increase in the amount of sugar needed to achieve the new ratio:
In the new ratio, flour to sugar = 2:5
Let the amount of sugar to be added be x kg.
According to the new ratio:
Flour : Sugar = 2 : 5
This means the amount of flour is (2/7) * total new mixture and the amount of sugar is (5/7) * total new mixture.
We already have 25 kg of flour, so the flour from the new mixture is (2/7) * total new mixture = 25 kg
The sugar from the new mixture is (5/7) * total new mixture = 15 kg (initial sugar) + x kg (sugar to be added)
Equating the sugar parts:
15 + x = 5/7 * (40 + x)
105 + 7x = 200 + 5x
2x = 95
x = 95 / 2 = 47.5 kg
Therefore, the bakery should add 47.5 kg of sugar to achieve the new ratio of 2:5.
So, the closest answer to 47.5 kg from the options provided is c. 95kg.
Maam, ito po tamang sagot
Logical Reasoning
Q: The wall sometimes breaks.
A person sitting on the wall falls if the
wall breaks.
Humpty Dumpty sits on a every day
while having lunch.
Conclusion:
A. Humpty Dumpty always falls while having lunch.
B. Humpty Dumpty does not fall sometimes while having lunch.
C. Humpty Dumpty never falls during dinner.
D. When Humpty Dumpty does not sit on the wall, the wall does not break.
E. When Humpty Dumpty having lunch, the wall always breaks.
Galing nyo po magturo ma'am salamat po
Thank you so much maam sa reviewer na binigay mo
First time po❤❤❤❤
Happy na mam
Ma'am focused Klang sa sugar cguro
7.5
7.5
Tapos Ang flour
7.5
7.5
7.5
7.5
7.5
Thank you Mam
Thank you mam
Salamat po mam..❤
God Bless You po
Good evening po
Mam leonalyn pwede po ba sumali sa private group po sainyo?
Good evening po☺️
Good evening maam
Sana makapasa. Mommy here! ☺️
Dika mali ma'am kasi pag babae lagi tama yan😅😅😅
shout out from guimaras
ma'am pwede po ba sumali sa private group niyo po?
.meron po va kYo reveiwer book
pano po mah join sa private group maam
Mam paano Maka join sa private group
Hello po maam😊
Sana po makapasa na ako sa august
Hi mam leonalyn.
Hi mam good day po..
hm po sali sa private page
Hello po ma'am
B
Hi po maam
Pa join mam ,ty!
Hindi ko ma gets ang no. 3 mahirap intindihin
40kg / 7 (2+5) = 5.71
5.71 x 2 = 11.42 flour
5.71 x 5 = 28.55 sugar
Given from 1st statement is sugar = 15
Vs
2nd statement of how much sugar should be added. So
28.55 - 15 = 13.55 >>> which is the answer. I hope po tama pagka intindi ko.
Gud eve po pa join mam salamat
Hello maam, pasali po sa private page niyu po
LoL, kamukha mo pla si ermats
Good evening po