Respuesta :
1. To solve this problem you must apply the Tangent Secant Theorem, as below:
PC²=DPxBP
2. You want to find the value of PC, so:
PC=√(DPxBP)
DP=DB+BP
DP=52 cm+4 cm
DP=56 cm
BP=4 cm
3. When you substitute the values of DP and BP into PC=√(DPxBP), you obtain:
PC=√(56 cmx4cm)
PC=√(224 cm²)
4. Then the lenght of PC is:
PC=14.97 cm
PC²=DPxBP
2. You want to find the value of PC, so:
PC=√(DPxBP)
DP=DB+BP
DP=52 cm+4 cm
DP=56 cm
BP=4 cm
3. When you substitute the values of DP and BP into PC=√(DPxBP), you obtain:
PC=√(56 cmx4cm)
PC=√(224 cm²)
4. Then the lenght of PC is:
PC=14.97 cm