Mathematics
Grade-8
Easy
Question
Choose a point Y that will complete Triangle XZY so that it is similar to Triangle IJK.
List the scale factor from Triangle IJK to Triangle XZY.
![](data:image/png;base64,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)
- (-4, 5) with a scale factor of 2
- (-4, 5) with a scale factor of
![1 half](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABIAAAAjCAYAAACZ6FpfAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAABGJhU0UAAAAXQ/cXWQAAAJFJREFUeNpjYMAP1IC4FogvMFAIFgNxGhD/Z6ASGDVo1KBBYdB/LHgUDCbwn0w8CgYLsAbiNUD8CYh/QaujaHIMOgjEkUDMA+VrAfFRqBjFQB6IL1HLyz+oYYgl1HsUAQ4gPgmNBLKBIBBvAGI3SgxRghqiQokhGkA8G4i5KDFEHIhXATELpYG7BeoimhZyWAEAI3M1I31CbrEAAABidEVYdE1hdGhNTAA8bWF0aCB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMTk5OC9NYXRoL01hdGhNTCI+PG1mcmFjPjxtbj4xPC9tbj48bW4+MjwvbW4+PC9tZnJhYz48L21hdGg+ND6jrQAAAABJRU5ErkJggg==)
- (-4, 2) with a scale factor of 2
- (-4, 2) with a scale factor of
![1 half](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABIAAAAjCAYAAACZ6FpfAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAABGJhU0UAAAAXQ/cXWQAAAJFJREFUeNpjYMAP1IC4FogvMFAIFgNxGhD/Z6ASGDVo1KBBYdB/LHgUDCbwn0w8CgYLsAbiNUD8CYh/QaujaHIMOgjEkUDMA+VrAfFRqBjFQB6IL1HLyz+oYYgl1HsUAQ4gPgmNBLKBIBBvAGI3SgxRghqiQokhGkA8G4i5KDFEHIhXATELpYG7BeoimhZyWAEAI3M1I31CbrEAAABidEVYdE1hdGhNTAA8bWF0aCB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMTk5OC9NYXRoL01hdGhNTCI+PG1mcmFjPjxtbj4xPC9tbj48bW4+MjwvbW4+PC9tZnJhYz48L21hdGg+ND6jrQAAAABJRU5ErkJggg==)
Hint: