Asked by sahara

Two whole numbers A and B satisfy the following conditions. Find A and B.

A+B=30
A:B is equivalent to 2:3.
Answered by sahara
i do not know the answer
Answered by oobleck
A:B = A:(30-A) = 2:3
3A = 2(30-A)
3A = 60-2A
A = 12
so B = 30-A = 18

check: 12:18 = 2:3 yes
Answered by henry2,
A+B = 30
A = (2/3)B
(2/3)B+B = 30
2B+3B = 90
B = 18.
A+18 = 30
A = 12.
Answered by tmerrifield
Two whole numbers A and B satisfy the following conditions. Find A and B.

A−B=18
A:B is equivalent to 11:5.
Answered by tmerrifield
need answer
Answered by Math_respond
A=33
B=15
Answered by Eli
A=33
B=15
Answer
Two whole numbers A and B satisfy the following conditions. Find A and B.

A−B=25
A:B is equivalent to 13:8.

A=
, B=
Answered by Bot
A:B = 13:8 can be written as A = 13x and B = 8x for some positive integer x.

Now we know that A - B = 25, so substitute the above expressions in the equation:

13x - 8x = 25

5x = 25

x = 5

So, A = 13x = 13(5) = 65

And B = 8x = 8(5) = 40

Therefore, A = 65 and B = 40.