Question

Write the co-ordinates the reflection of points ( 3,5) are in the ratio ,write the ratio of their corresponding sides​

Answer 1

The coordinates of the given point after reflected across the x-axis are (3,-5) and the coordinates of the given point after reflected across the x-axis are (-3,5).

The coordinates of the given point after reflected across the x-axis are (3,-5) and the coordinates of the given point after reflected across the x-axis are (-3,5).Step-by-step explanation:

The coordinates of the given point after reflected across the x-axis are (3,-5) and the coordinates of the given point after reflected across the x-axis are (-3,5).Step-by-step explanation:The coordinate of given points are (3,5).

The coordinates of the given point after reflected across the x-axis are (3,-5) and the coordinates of the given point after reflected across the x-axis are (-3,5).Step-by-step explanation:The coordinate of given points are (3,5).If a point reflected across the x-axis, then

The coordinates of the given point after reflected across the x-axis are (3,-5) and the coordinates of the given point after reflected across the x-axis are (-3,5).Step-by-step explanation:The coordinate of given points are (3,5).If a point reflected across the x-axis, then(x,y)\rightarrow (x,-y)(x,y)→(x,−y)

The coordinates of the given point after reflected across the x-axis are (3,-5) and the coordinates of the given point after reflected across the x-axis are (-3,5).Step-by-step explanation:The coordinate of given points are (3,5).If a point reflected across the x-axis, then(x,y)\rightarrow (x,-y)(x,y)→(x,−y)(3,5)\rightarrow (3,-5)(3,5)→(3,−5)

The coordinates of the given point after reflected across the x-axis are (3,-5) and the coordinates of the given point after reflected across the x-axis are (-3,5).Step-by-step explanation:The coordinate of given points are (3,5).If a point reflected across the x-axis, then(x,y)\rightarrow (x,-y)(x,y)→(x,−y)(3,5)\rightarrow (3,-5)(3,5)→(3,−5)Therefore the coordinates of the given point after reflected across the x-axis are (3,-5).

The coordinates of the given point after reflected across the x-axis are (3,-5) and the coordinates of the given point after reflected across the x-axis are (-3,5).Step-by-step explanation:The coordinate of given points are (3,5).If a point reflected across the x-axis, then(x,y)\rightarrow (x,-y)(x,y)→(x,−y)(3,5)\rightarrow (3,-5)(3,5)→(3,−5)Therefore the coordinates of the given point after reflected across the x-axis are (3,-5).If a point reflected across the y-axis, then

The coordinates of the given point after reflected across the x-axis are (3,-5) and the coordinates of the given point after reflected across the x-axis are (-3,5).Step-by-step explanation:The coordinate of given points are (3,5).If a point reflected across the x-axis, then(x,y)\rightarrow (x,-y)(x,y)→(x,−y)(3,5)\rightarrow (3,-5)(3,5)→(3,−5)Therefore the coordinates of the given point after reflected across the x-axis are (3,-5).If a point reflected across the y-axis, then(x,y)\rightarrow (-x,y)(x,y)→(−x,y)

The coordinates of the given point after reflected across the x-axis are (3,-5) and the coordinates of the given point after reflected across the x-axis are (-3,5).Step-by-step explanation:The coordinate of given points are (3,5).If a point reflected across the x-axis, then(x,y)\rightarrow (x,-y)(x,y)→(x,−y)(3,5)\rightarrow (3,-5)(3,5)→(3,−5)Therefore the coordinates of the given point after reflected across the x-axis are (3,-5).If a point reflected across the y-axis, then(x,y)\rightarrow (-x,y)(x,y)→(−x,y)(3,5)\rightarrow (-3,5)(3,5)→(−3,5)

The coordinates of the given point after reflected across the x-axis are (3,-5) and the coordinates of the given point after reflected across the x-axis are (-3,5).Step-by-step explanation:The coordinate of given points are (3,5).If a point reflected across the x-axis, then(x,y)\rightarrow (x,-y)(x,y)→(x,−y)(3,5)\rightarrow (3,-5)(3,5)→(3,−5)Therefore the coordinates of the given point after reflected across the x-axis are (3,-5).If a point reflected across the y-axis, then(x,y)\rightarrow (-x,y)(x,y)→(−x,y)(3,5)\rightarrow (-3,5)(3,5)→(−3,5)Therefore the coordinates of the given point after reflected across the x-axis are (-3,5).

Answer 2

Answer:

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Step-by-step explanation:

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