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nothingworksoutforme

05.12.2020

Mathematics

we know that

in this problem the rule of the translation is equal to

$(x,> (x-7.6,y+4.3)$

that means that the translation is

$7.6$ units to the left and $4.3$ units up

find the coordinates of the image of the triangle after a translation

$q (8,-> q'(8-7.6,-6+4.3)=q'(0.4,-1.7)$

$r (10,> r'(10-7.6,5+4.3)=r'(2.4,9.3)$

$s (-3,> s'(-3-7.6,3+4.3)=s'(-10.6,7.3)$

therefore

the answer is

$q'(0.4,-1.7)$

$r'(2.4,9.3)$

$s'(-10.6,7.3)$

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