Match each term to its definition.
2 answers:
<h2>Answer with explanation:</h2>
1)
Theorem-- In mathematics a theorem is a statement that is been proved with the help of some other theorems or some axioms or corollaries.
2)
Axiom-- In mathematics a axiom is a postulate or an statement that is regarded to be trivially true. It does not require any kind of proof .
3)
Proof--- A proof is a argument that is drawn for a mathematical statement.
Hence, we will match each terms to there corresponding definitions.
WE MAY SEE THE ATTACHED FIGURE.
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The centroid C divides the length of each median PY, ZQ, and XR into the ratio of 2:1 as shown in the diagram below
a) CY = 10
PC = 2×10 = 20
PY = 20+10 = 30
b) QC =10
ZC = 10÷2 = 5
ZQ = 10+5 = 15
c) PX = 20
PQ = 2×20 = 40
a) CY = 10
PC = 2×10 = 20
PY = 20+10 = 30
b) QC =10
ZC = 10÷2 = 5
ZQ = 10+5 = 15
c) PX = 20
PQ = 2×20 = 40