Mathematics solver is here, Form 1 - Form 3 tupia swali hapo usaidiwe

Mathematics solver is here, Form 1 - Form 3 tupia swali hapo usaidiwe

l
Requal said:
kwa kuwa una dharau baki na ukilaza wako
Click to expand...
hujanipa bado logic,
namna ulivotengeneza hiyo equation, hesabu haiko hivo..yaani una umba umba halafu unataka kunichota kizembe hivo utafikiri nimesoma HKL, Wakati nina banda kabisa la hesabu O'level na B advance
[/QUOTE]
leta cheti tuone tunaamini vipi ulipata A wakati hesab y form one inakushinda
 
genius mvivu said:
TE="Requal, post: 35831700, member: 598394"]
unajua unachoandika wewe, au unacopy? haha
wewe jamaa
Click to expand...
kaa kimya kilaza wewe umesoma HKL unakuja kubshana na aliesoma PCM unaupat wap ujasir huo
[/QUOTE]
Basi toa logic, PCM hatuna maneno mengi kwenye hesabu....weka logic ulivyoumba hiyo equation,

ukiona unatumia matusi zaidi ya kuweka logic ueleweke basi jua hata wewe ni kilaza.

Hapa ungetakiwa unipinge kwa logic sio maneno, niambie 10times umeipata wapi? Then product ya xy umeitowa wapi? Simple unashinda mchezo,
ukiendelea kutukana basi utakuwa unadhihirisha kushindwa hivyo unatumia matusi kama kinga.

Weka fact genious

Au unacopy sehemu, hivyo huwezi kuelezea hahah
 
Alexent said:
Message:

This is special for mathematics and things related to mathematics. If you have any quiz in mathematics, just bring it i will help if not me some also can help.

And if you are a teacher or any that can solve welcome we help our generation. Me from Form One to Form Three
Other friends may help

Welcome
Click to expand...
A father of three (3) sons, who love each other, bought oranges and placed them on a dining table.

The first child to enter the dining room divided the oranges into 3 equal parts but had 2 oranges extra. Being a good boy with a love for his two siblings, took his share and left the two equal parts + extra 2 oranges for them i.e. the two will have a part of the equal shares + 1 orange more than the first child.

Later, another son entered the dinning room and found the oranges (2 equal parts + 2 extra oranges). Thinking that he was the first to enter the room, he divided the oranges, again into three equal parts, but this time there was 1 extra orange. Unaware that one of his brothers had already taken his share leaving 2 equal parts + 2 oranges, he also took his share leaving 2 equal parts + the extra orange to be shared by his 2 siblings.

How many oranges did the father buy for his three sons?
 
mwengeso said:
A father of three (3) sons, who love each other, bought oranges and placed them on a dining table.

The first child to enter the dining room divided the oranges into 3 equal parts but had 2 oranges extra. Being a good boy with a love for his two siblings, took his share and left the two equal parts + extra 2 oranges for them i.e. the two will have a part of the equal shares + 1 orange more than the first child.

Later, another son entered the dinning room and found the oranges (2 equal parts + 2 extra oranges). Thinking that he was the first to enter the room, he divided the oranges, again into three equal parts, but this time there was 1 extra orange. Unaware that one of his brothers had already taken his share leaving 2 equal parts + 2 oranges, he also took his share leaving 2 equal parts + the extra orange to be shared by his 2 siblings.

How many oranges did the father buy for his three sons?
Click to expand...
I thi he bought 3
 
mwengeso said:
A father of three (3) sons, who love each other, bought oranges and placed them on a dining table.

The first child to enter the dining room divided the oranges into 3 equal parts but had 2 oranges extra. Being a good boy with a love for his two siblings, took his share and left the two equal parts + extra 2 oranges for them i.e. the two will have a part of the equal shares + 1 orange more than the first child.

Later, another son entered the dinning room and found the oranges (2 equal parts + 2 extra oranges). Thinking that he was the first to enter the room, he divided the oranges, again into three equal parts, but this time there was 1 extra orange. Unaware that one of his brothers had already taken his share leaving 2 equal parts + 2 oranges, he also took his share leaving 2 equal parts + the extra orange to be shared by his 2 siblings.

How many oranges did the father buy for his three sons?
Click to expand...



This is not a mathematical question but an agricultural.
 
L
Freyzem said:
The sum of the digits of a two-digit number is 9. When we interchange the digits, it is found that the resulting new number is greater than the original number by 27. What is the two-digit number?
Click to expand...


Let those digits be x and y.

x+y=9 -------(1)

On interchanging the digits and subtracting,

(10x+y)-(10y+×)=27 ------(2)

Re arranging the eqn 2,

9x-9y=27, solving the eqns 2 and 1 simultaneously, you get x=6 and y=3.

Therefore the digits are 6, 3 and the number is 63.
 
man dunga said:
In a certain country 1/2 of 5 is 3.Find the value of 1/3 of 10.
Click to expand...


Although is solved already, let me try again in my way.

let's first find the conversation factor "k" , to convert our numbers into the said country numbers.

1/2×5k=3, solving for k, k=6/5.

Coming to the Qn, we have to convert our number 10 into the said country number, tha is;

K×10=6/5×10=12.

Thus, their number equivalent to our number 10 is number 12.

Then, 1/3×12=4 the answer.
 
Requal said:
Leteni maswali ya Calculus
Click to expand...
Sawa mkuu anza na hili applications to differential equation.

A Tanzania Company such as Azam Ltd is willing to produce a new cooling system for their processors that can cool the processors from temperature of 50'C to 27'C in just half an hour when temperature out side is 20'C but they don't know what kind of materials they should use or what the surface area and the geometry of the shape are. So what should they do?
 
Village fooler said:
Timotheo was charged sh780 after making a call to his friend. If the cost of the first three minutes was sh300/=and sh120 for each extra minute, how many minutes did he spend?
Click to expand...
Japo sikufaulu hesabu ila hii kitu iko namna hii.

Data:
First three minutes ni Tsh.300
Each extra minute ni Tshs.120
Total amount in tshs. 780

Calculating Extra minutes:
1. 780-120= 660
2. 660-120= 540
3. 540-120= 420
4. 420-120= 300

Number of extra minutes 4!

Total minutes spent.
3+4= 7 mins!

Hii ni njia ya kibaharia 🤣🤣🤣
 
Extrovert said:
Japo sikufaulu hesabu ila hii kitu iko namna hii.

Data:
First three minutes ni Tsh.300
Each extra minute ni Tshs.120
Total amount in tshs. 780

Calculating Extra minutes:
1. 780-120= 660
2. 660-120= 540
3. 540-120= 420
4. 420-120= 300

Number of extra minutes 4!

Total minutes spent.
3+4= 7 mins!

Hii ni njia ya kibaharia [emoji1787][emoji1787][emoji1787]
Click to expand...
Tena wewe mbona umedadavua vizuri hivyo. Ungeona mie njia niliyoitumia yaani nimeenda kihunihuni tu.
 
Mokaze said:
L



Let those digits be x and y.

x+y=9 -------(1)

On interchanging the digits and subtracting,

(10x+y)-(10y+×)=27 ------(2)

Re arranging the eqn 2,

9x-9y=27, solving the eqns 2 and 1 simultaneously, you get x=6 and y=3.

Therefore the digits are 6, 3 and the number is 63.
Click to expand...
[emoji1433][emoji1433] but just think well again about your last answer on two digits number!
You may read the qn again and correct your answer!
 
Mokaze said:
Although is solved already, let me try again in my way.

let's first find the conversation factor "k" , to convert our numbers into the said country numbers.

1/2×5k=3, solving for k, k=6/5.

Coming to the Qn, we have to convert our number 10 into the said country number, tha is;

K×10=6/5×10=12.

Thus, their number equivalent to our number 10 is number 12.

Then, 1/3×12=4 the answer.
Click to expand...
Safi sana.
 
You must log in or register to reply here.

Our Community

Regional Communities

Back
Top Bottom
Menu
Forums
New posts
Log in
Register