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Answer:
a) t6,8
b) t10,3
c)t4, 5
Explanation:
Each term of Pascal's triangle is the sum of the two terms above it in the triangle.
tn,r = t(n-1),(r-1) +t(n-1),r
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a) t5,7 +t5,8 = t6,8
b) t9,2 + t9,3 = t10,3
c) t3,4 + t3,5 = t4,5
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