ABCD is a quadrilateral Ac is diagonal
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Answer:13cm
Step-by-step explanation:according to pythogoreus theorm
a²+b²=c²
Part 1)
Here,a=4
B=3
c=3²+4²=25 or 5²
Thus,AC=5cm
Part 2)a=12cm
b=5cm
= 5²+12²=169 or13²
Thus,DC=13cm
Answered by
1
AB² + BC² = AC²
4² + 3² = AC²
16 + 9 = AC²
25 = AC²
5 cm = AC
OR
AC = 5 cm
In Triangle ADC,
By Pythagoras Theorem,
AD ² + AC² = DC²
12² + 5² = DC²
144 + 25 = DC²
169 = DC²
13 cm = DC
OR
DC = 13 cm
Hope it helps you, hv a nyc day
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