Alex is thinking of a number. He multiplies it by 1,000 then divided it by 10.
The answer is 475.
What was his number?
Answers
Answered by
1
Solutions
1) Lets use n as alex's number
⇒ n x 1000
⇒ n ÷ 10
⇒ = 475
To solve the problem do the opposite steps
475 ÷ 1000 = n
n = 0.475
0.475 x 10 = n
n = 4.75
CHECK YOUR WORK
4.75 x 1000 = 4750
4750 ÷ 10 = 475
The answer is correct
⇒ The answer Alex is thinking of is 4.75
1) Lets use n as alex's number
⇒ n x 1000
⇒ n ÷ 10
⇒ = 475
To solve the problem do the opposite steps
475 ÷ 1000 = n
n = 0.475
0.475 x 10 = n
n = 4.75
CHECK YOUR WORK
4.75 x 1000 = 4750
4750 ÷ 10 = 475
The answer is correct
⇒ The answer Alex is thinking of is 4.75
Answered by
1
Given :
1. Alex was thinking of a number.
2. the number when multiples with 1000 and then divided with 10 the solution is 475.
Need To Find Out :
the number which Alex was thinking about.
Solution :
let the number be X
according to the given
⇒ X * 1000
⇒ ( X * 1000 ) ÷ 10 - let is be " equation one "
for solving this sum from the " equation one" we will use the opposite steps i.e.
⇒475 ÷ 1000 = X
⇒ 0. 475 - let it be the (i)
from (i) and according to the given :
⇒0.475 * 10
⇒ 4.75
∴the number that Alex was thinking was 4.75
---------------------------------------------------------------
Check : ( according the given )
step one :
⇒ 4.75 * 1000
⇒ 4750 let this be (a)
from (a) and given :
⇒ 4750 ÷ 10
⇒ 475
hence proved.
1. Alex was thinking of a number.
2. the number when multiples with 1000 and then divided with 10 the solution is 475.
Need To Find Out :
the number which Alex was thinking about.
Solution :
let the number be X
according to the given
⇒ X * 1000
⇒ ( X * 1000 ) ÷ 10 - let is be " equation one "
for solving this sum from the " equation one" we will use the opposite steps i.e.
⇒475 ÷ 1000 = X
⇒ 0. 475 - let it be the (i)
from (i) and according to the given :
⇒0.475 * 10
⇒ 4.75
∴the number that Alex was thinking was 4.75
---------------------------------------------------------------
Check : ( according the given )
step one :
⇒ 4.75 * 1000
⇒ 4750 let this be (a)
from (a) and given :
⇒ 4750 ÷ 10
⇒ 475
hence proved.
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