Numerator and denominator of a fraction ( this fraction <1 ) is two odd consecutive numbers. The sum of them is 160. Find that fraction? ( Write answer as a/b ) 

Let fraction $\frac{148}{238}$ . If both denominator and numerator of this fraction are increased by m units to become a new fraction then  reducing this fraction , this fraction will equal $\frac{9}{14}$  . Find m? 

Let fraction $\frac{c}{d}$ . If  reducing a fracion $\frac{c}{d}$, this fraction will equal$\frac{4}{7}$ . If numerator is decreased by 24 units then reducing this fraction, this fraction will equal$\frac{3}{7}$. Find fraction $\frac{c}{d}$? ( Write answer as a/b )

Find a fraction, know that denominator is 62 units more than numerator . The sum of denominator and numerator is 368?

Numerator and denominator of a fraction ( this fraction < 1) is two odd consecutive numbers. The sum of them is 76. Find that fraction? ( Write answer as a/b )

Let fraction$\frac{336}{683}$ .If denominator  is decreased by x units and numerator is no change , this fraction will equal$\frac{3}{5}$ . Find the value of x ?

Let fraction $\frac{101}{130}$ . If both denominator and numerator of this fraction are increased by m units to become a new fraction then  reducing this fraction , this fraction will equal $\frac{4}{5}$ . Find m? 

Let fraction $\frac{c}{d}$ . If  reducing a fracion $\frac{c}{d}$, this fraction will equal $\frac{3}{7}$. If numerator is decreased by 33 units then reducing this fraction, this fraction will equal $\frac{10}{49}$. Find fraction $\frac{c}{d}$? ( Write answer as a/b )

Find a fraction, know that denominator is 67 units more than numerator . The sum of denominator and numerator is 193?

Numerator and denominator of a fraction ( this fraction < 1 ) is two odd consecutive numbers. The sum of them is 132. Find that fraction? ( Write answer as a/b ) 

The 4- digit number $\overline{5aa1}$  is divisible by 9. Find the value of a ? 

A 6 – digit number begins with the digit 7. The number is divisible by 9. All six digits of the number are different. Find the smallest possible value of this number?

A 6 – digit number begins with the digit 7. The number is divisible by 9. All six digits of the number are different. Find the smallest possible value of this number? 

A 6 – digit number begins with the digit 8. The number is divisible by 9. All six digits of the number are different. Find the smallest possible value of this number?

The 6- digit number $\overline{5aaaa1}$ is divisible by 9. Find the value of a ?