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Which shows how to use the binomial theorem to expand (5x - 3y)^2?
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just droping a comment so when ur finish it'll notify me
A.\[_{2}C _{2}(5x)^{2}(-3y)^{0}+_{2}C _{1}(5x)^{1}(-3y)^{1}+_{2}C _{0}(5x)^{0}(-3y)^{2}\]B.\[_{2}C _{2}(5x)^{2}(-3y)^{2}+_{2}C _{1}(5x)^{1}(-3y)^{1}+_{2}C _{0}(5x)^{0}(-3y)^{0}\]C.\[_{2}C _{0}(5x)^{2}(-3y)^{0}+_{2}C _{1}(5x)^{1}(-3y)^{1}+_{2}C _{2}(5x)^{0}(-3y)^{2}\]D.\[_{2}C _{0}(5x)^{0}(-3y)^{0}+_{2}C _{1}(5x)^{1}(-3y)^{1}+_{2}C _{2}(5x)^{2}(-3y)^{2}\]
C is the answer
Thank you again!
np :)
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