To find the point that divides the segment into a 2:3 partition, a formula can be used. The formula is:
[ x1 + (ratio)*(x2 - x1) , y1 + (ratio)*(y2 - y1) ]
Substituting the given values:
[ -3 + (2/5)*(3 + 3) , 1 + (2/5)*(5 - 1) <span>]
</span>(-0.6 , 2.6)
Therefore, the point P that divides segment AB into a 2:3 ratio is found at (-0.6 , 2.6).
The fact for Dons second array is that all he did was divide the second array in half.(4×7=28). (2×7=14). ( 28÷2=14). Hopefully that made sense!!!!!
Answer: supplementary
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I think it is three but not sure.
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What did she sayyyyyyyy? Um I don't know what x,x,x,x is ma'am or sir
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