Given point A(−2, 6) and point B(3, 4), find the coordinates of point C that divide AB so that the ratio AC:CB is 2:3. The coordinates of point C are

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imhorribleatmath90

06.11.2020

Mathematics

Problem one:

let the variable be x:

${ \tt{2x = 169}}$

• apply division property of equality:

${ \tt{ \underline{ \: \: x = 84 \frac{1}{2} \: \: }}}$

Problem two:

let the variable be y

${ \tt{3y = - 125}}$

• apply division property of equality:

${ \tt{ \underline{ \: \: x = - 41.67 \: }}}$

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Given point A(−2, 6) and point B(3, 4), find the coordinates of point C that divide AB so that the ratio AC:CB is 2:3. The coordinates of point C are 40 POINTS