Find the value of .
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Answer:
⁵²C₄
Step-by-step explanation:
Hi,
We know that ⁿCr + nCr-1 = ⁿ⁺¹Cr
Now, given ⁴⁷C₄ + ∑₁⁵ ⁵²⁻ˣC₃
= (⁴⁷C₄ + ⁴⁷C₃) + ⁴⁸C₃ + ⁴⁹C₃ + ⁵⁰C₃ + ⁵¹C₃
= ⁴⁸C₄ + ⁴⁸C₃ + ⁴⁹C₃ + ⁵⁰C₃ + ⁵¹C₃
= ⁴⁹C₄ + ⁴⁹C₃ + ⁵⁰C₃ + ⁵¹C₃
= ⁵⁰C₄ + ⁵⁰C₃ + ⁵¹C₃
= ⁵¹C₄ + ⁵¹C₃
= ⁵²C₄
Hope, it helps !
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