Question

solve by trasposotin method 6/7x-17=11​

Answer 1

Answer:

• $\leadsto \: \red{ \boxed{ \tt{ \green{x = \frac{98}{3} }}}}$

Step-by-step explanation:

Given :

• $\sf \frac{6}{7} x - 17 = 11$

To find :

• the value of x

Solution :

________________________________________

By using transporting method

$\\ \sf : \implies \frac{6}{7} x - 17 = 11$

$\\ \sf : \implies \frac{6x}{7} - 17 = 11$

Transport 17 to the right side of the equation

• As 17 is negative in left side so when 17 will transport to the right side of the equation 17 will be positive

$\\ \sf : \implies \frac{6x}{7} = 11 + 17$

$\\ \sf : \implies \frac{6x}{7} = 28$

Transport 7 to the right side of the equation

• 7 is in division state in left side of the equation so when 7 will transport to the right side of the equation 7 will be in multiple state.

$\\ \sf: \implies6x = 28 \times 7$

$\\ \sf : \implies6x = 196$

Transport 6 to the right side of the equation

• 6 is in multiple state in left side of the equation so when 6 will transport to the right side of the equation 6 will be in division state

$\\ \sf : \implies \: x = \frac{196}{ 6}$

$\\ \sf : \implies \: \boxed{\frak{ \pink{x = \frac{98}{3} }}}$

Therefore, the value of x is 98/3.

________________________________________

Answer 2

Answer:

$\leadsto \: \red{ \boxed{ \tt{ \green{x = \frac{98}{3} }}}}$

Step-by-step explanation:

Given :

$\sf \frac{6}{7} x - 17 = 11$

To find :

the value of x

Solution :

________________________________________

By using transporting method

$\\ \sf : \implies \frac{6}{7} x - 17 = 11$

$\\ \sf : \implies \frac{6x}{7} - 17 = 11$

Transport 17 to the right side of the equation

As 17 is negative in left side so when 17 will transport to the right side of the equation 17 will be positive

$\\ \sf : \implies \frac{6x}{7} = 11 + 17$

$\\ \sf : \implies \frac{6x}{7} = 28$

Transport 7 to the right side of the equation

7 is in division state in left side of the equation so when 7 will transport to the right side of the equation 7 will be in multiple state.

$\\ \sf: \implies6x = 28 \times 7$

$\\ \sf : \implies6x = 196$

Transport 6 to the right side of the equation

6 is in multiple state in left side of the equation so when 6 will transport to the right side of the equation 6 will be in division state

$\\ \sf : \implies \: x = \frac{196}{ 6}$

$\\ \sf : \implies \: \boxed{\frak{ \pink{x = \frac{98}{3} }}}$

Therefore, the value of x is 98/3.

________________________________________