Asked by misikir
there are between 50 and 60 number of eggs in a basket. when loza counts by 3's there are 2 eggs left over, when she counts by 5's there are 4 eggs left over. How many eggs are there in the basket?
Answers
Answered by
Reiny
"..counts by 3's there are 2 eggs left over":
5 8 11 .... 50 53 56 59 ....
when she counts by 5's there are 4 eggs left over:
9 14 19 ... 49 54 59 ....
mmhhhh?
5 8 11 .... 50 53 56 59 ....
when she counts by 5's there are 4 eggs left over:
9 14 19 ... 49 54 59 ....
mmhhhh?
Answered by
Kindnew
Answer It
Answered by
Abel aga
let (x,y) be eggs. then we have two expression.
1.50<5y+4<60.
2.50<3x+2<60.
Notes : 5y+4=3x+2 cause in both side we get same amount of eggs.
1.50<5y+4<60......16<y<19.5
y=(17,18,19) are possible values.
2.50<3x+2<60......9.2<x<11.2
x=(10,11) are possible values.
look! in order to get equal value of
(5y+4=3x+2) y and x must be 11 and 19 respectively. So the total number of eggs in the basket is
5(11)+4=3(19)+2=59.
1.50<5y+4<60.
2.50<3x+2<60.
Notes : 5y+4=3x+2 cause in both side we get same amount of eggs.
1.50<5y+4<60......16<y<19.5
y=(17,18,19) are possible values.
2.50<3x+2<60......9.2<x<11.2
x=(10,11) are possible values.
look! in order to get equal value of
(5y+4=3x+2) y and x must be 11 and 19 respectively. So the total number of eggs in the basket is
5(11)+4=3(19)+2=59.
Answered by
kalkidan
59
Answered by
HABTAMU THE SILASSIE
1.first we must putout the number between 50 and 60.remember the question says (BETWEEN).
that is(51,52,53,54,55,56,57,58,59).
[]the first statement says that,shortly 3X+2.before we do which number can be divided by 3 in the above listed.so, (51,54,57) can be divided by 3.
these numbers must be equal to 3X.
51=3x 54=3X 57=3X solve it.the answer is (17.18,19) respectively
[]the second statement says that,shortly 5Y+4.before we do which number can be divided by 5 in the above listed.so,(55) can be divided by 5.
this number must be equal to 5X.
5Y=55 solve it. the answer is (11).
now genarily, X=(17,18,19) for the first statement.
now generaliy, y=(11) for the second statement.
logically,time of two statement is different,that is (3S for the first,4S for the second).then,what ever the time is different.the number of eggs in both statement is equal.
so, we conclude that (the number of eggs of the first statement ) =(the number of eggs of the second statement)
3X+2 =5y+4
which number of X value of the first statement and which value Y of the second statement can make this equation true.
3(17)+2 =5(11)+4,can not make this equation true.
3(18)+2=5(11)+4,can not make this equation true.
when we substitute 3(19)+2=5(11)+4,can make this equation true.
59=59
so, the answer of this question is 59.
I WISH GOOD UNDERSTANDING FOR YOU
that is(51,52,53,54,55,56,57,58,59).
[]the first statement says that,shortly 3X+2.before we do which number can be divided by 3 in the above listed.so, (51,54,57) can be divided by 3.
these numbers must be equal to 3X.
51=3x 54=3X 57=3X solve it.the answer is (17.18,19) respectively
[]the second statement says that,shortly 5Y+4.before we do which number can be divided by 5 in the above listed.so,(55) can be divided by 5.
this number must be equal to 5X.
5Y=55 solve it. the answer is (11).
now genarily, X=(17,18,19) for the first statement.
now generaliy, y=(11) for the second statement.
logically,time of two statement is different,that is (3S for the first,4S for the second).then,what ever the time is different.the number of eggs in both statement is equal.
so, we conclude that (the number of eggs of the first statement ) =(the number of eggs of the second statement)
3X+2 =5y+4
which number of X value of the first statement and which value Y of the second statement can make this equation true.
3(17)+2 =5(11)+4,can not make this equation true.
3(18)+2=5(11)+4,can not make this equation true.
when we substitute 3(19)+2=5(11)+4,can make this equation true.
59=59
so, the answer of this question is 59.
I WISH GOOD UNDERSTANDING FOR YOU
Answered by
Ertuğrul
59
Answered by
Bitaniya mekonnen
Nice work🤗🤗
Answered by
Zemariam Belete
method 1
19 x 3 = 57 + 2 = 59
11 x 5 = 55 + 4 = 59
method 2
3x + 2 = 5x + 4
3x - 5x = 4 - 2
-2x = 2
x = -1
Now, exact number of eggs = 60 - 1 = 59
19 x 3 = 57 + 2 = 59
11 x 5 = 55 + 4 = 59
method 2
3x + 2 = 5x + 4
3x - 5x = 4 - 2
-2x = 2
x = -1
Now, exact number of eggs = 60 - 1 = 59
Answered by
sadik kedir
very good
Answered by
Eden
The answer is 59.
59=3(19)+2 he counts by 3 left 2.
59=5(11)+4 he counts by 5 left 4.
59=3(19)+2 he counts by 3 left 2.
59=5(11)+4 he counts by 5 left 4.
Answered by
Dambalaa
1
Answered by
Abduselam
5(11)+4=59 by 5's
3(19)+2=59 by 3's
3(19)+2=59 by 3's
Answered by
Fgg
Yyj
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