Solve -The curve passes through the points -10 - -150- and -k - -150-Use the symmetry of the curve to the value of k-

Question

Solve -The curve passes through the points -10 - -150- and  -k - -150-Use the symmetry of the curve to the value of k-

Toppr Admin · Accepted Answer

The curve is passing through point -left- -10-150 -right-160-Thus- its symmetrical curve must pass through point -left- 10-150 -right-160-Thus- -k-10-

Solve :
The curve passes through the points $$(-10 , -150)$$ and $$ (k , -150)$$.
Use the symmetry of the curve to find the value of $$k$$.

The curve is passing through point $$\left( -10,-150 \right) $$

Thus, its symmetrical curve must pass through point $$\left( 10,-150 \right) $$

Thus, $$k=10$$

Solve :The curve passes through the points $$(-10 , -150)$$ and $$ (k , -150)$$.Use the symmetry of the curve to find the value of $$k$$.

The curve is passing through point $$\left( -10,-150 \right) $$Thus, its symmetrical curve must pass through point $$\left( 10,-150 \right) $$Thus, $$k=10$$

Solve :
The curve passes through the points $$(-10 , -150)$$ and $$ (k , -150)$$.
Use the symmetry of the curve to find the value of $$k$$.

The curve is passing through point $$\left( -10,-150 \right) $$

Thus, its symmetrical curve must pass through point $$\left( 10,-150 \right) $$

Thus, $$k=10$$