The difference between two natural number is 28 the smaller number is 3/4 of the greater
number find the number
Answers
Answer:
Greater number is and smaller number is .
Step-by-step explanation:
To find : missing numbers .
Given : the difference between two natural number is the smaller number is of the greater number .
Solution :
- As per given data we know that the difference between two natural number is the smaller number is of the greater number .
- Let greater number be and smaller number be .
- According to given condition we write as .
- Using transposition method we find the value of by transposing constants at RHS and leaving variable at LHS .
- Now , greater number =
smaller number =
Greater number is 112112 and smaller number is 8484 .
Step-by-step explanation:
To find : missing numbers .
Given : the difference between two natural number is 2828 the smaller number is \frac{3}{4}
4
3
of the greater number .
Solution :
As per given data we know that the difference between two natural number is 2828 the smaller number is \frac{3}{4}
4
3
of the greater number .
Let greater number be xx and smaller number be \frac{3}{4} x
4
3
x .
According to given condition we write as x - \frac{3}{4}x = 28x−
4
3
x=28 .
Using transposition method we find the value of xx by transposing constants at RHS and leaving variable at LHS .
\begin{gathered}x - \frac{3}{4}x = 28 \\\\\frac{4x-3x }{4} = 28 \\\\\frac{x }{4} = 28 \\\\x = 28\times 4 \\\\x = 112\end{gathered}
x−
4
3
x=28
4
4x−3x
=28
4
x
=28
x=28×4
x=112
Now , greater number = x = 112x=112
smaller number = \frac{3}{4}x = \frac{3}{4}\times 112
4
3
x=
4
3
×112
\begin{gathered}= 3\times 28 \\= 84\end{gathered}
=3×28
=84