find the distance between the point A (-5,12) and the origin
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Answered by
49
let the distance between the point A and origin be AO and the coordinate of point A be (x₁,y₁) and the coordinate of point O be (x,y).
By distance formula,
AO=√(x₁-x)²+(y₁-y)²
AO= √(-5-0)²+(12-0)²
AO=√25+144
AO=√169
AO=13 units
By distance formula,
AO=√(x₁-x)²+(y₁-y)²
AO= √(-5-0)²+(12-0)²
AO=√25+144
AO=√169
AO=13 units
Answered by
16
Answer:
13 units
Step-by-step explanation:
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