Answer:
Step-by-step explanation:
Let X be the initial price and P be the final price.
#Given a discount of 15% then 10% of that amount:
[tex]P_1=(1-o)[X(1-d)}\\\\=(1-0.15)[X(1-0.10)]\\\\=0.765X[/tex]
Hence, the finial price is 76.5% of the initial price.
#Given a discount of 10% then 15% of that amount:
[tex]P_1=(1-o)[X(1-d)}\\\\=(1-0.15)[X(1-0.1)]\\\\=0.765X[/tex]
Hence, the finial price is 76.5% of the initial price.
#Given a discount of 25%
[tex]P_1=(1-d)X\\\\=(1-0.25)X\\\\=0.75X[/tex]
Hence, the finial price is 75.0% of the initial price. It therefore give's the best price due to it's 25% price reduction.
