Question

hyyy plzzz answer it fst ​

Answer 1

$\huge{\overline{\underline{ \boxed{ \blue{ \mathbb{ANSWER}}}}}}$

$\sf\red{ \underline{\underline{GIVEN :}}}$

• A line joins the two points B(k,-5) and C(1,2) and having the slope = 7.

$\sf\red{ \underline{\underline{TO \: \: FIND :}}}$

• The value of k

$\sf\red{ \underline{\underline{SOLUTION :}}}$

Let B(k,-5) = (x1, y1) and C(1,2) = (x2, y2)

We know,

Formula of slope when passing through 2 points,

$\boxed{ \sf{\green{Slope = \frac{y _ 2 - y _1}{x _ 2 - x _1} }}}$

Putting the required values we get,

$\implies \: \sf{7 = \frac{2 \: - \: ( - 5)}{1 \: - \: k}}$

$\implies \: \sf{7 = \frac{2 \: + \: 5}{1 \: - \: k}}$

On cross multiplying,

$\implies \: \sf{7 \: - \: 7k \: = 7}$

$\implies \: \sf{ \cancel7 \: - \: 7k \: = \cancel7}$

$\implies \: \sf{ - \: 7k \: = 0}$

$\boxed{\sf{ \therefore \: k \: = 0}}$

Hence, the required value of k = 0

#answerwithquality #BAL

Answer 2

$\huge\bold\red{Hey!}$

Plz refer to the attachment above..

Thanks...:-)