Let I(x)=∫dx(x-11)1113(x+15)1513.If I(37)-I(24)=141 b113-1c113,b,c∈N, then 3(b+c) is equal to

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Let I(x)=integration dx/{(x-11)^(11/13)(x+15)^(15/13)}. If I(37)-I(24)=1/4{1/b^(1/13)-1/c^(1/13)} Let I(x)=integration dx/{(x-11)^(11/13)(x+15)^(15/13)}. If I(37)-I(24)=1/4{1/b^(1/13)-1/c^(1/13)}
Q) Let I(x)= Integration ∫ dx/((x−11)^(11/13) (x+15)^(15/13) ). I(37)−I(24)=1/4 (1/^(1/13) −1/^(1/13 Q) Let I(x)= Integration ∫ dx/((x−11)^(11/13) (x+15)^(15/13) ). I(37)−I(24)=1/4 (1/^(1/13) −1/^(1/13
Qus-02 |Let I(x)=∫dx(x-11)^11/13 (x+15)^15/13.If I(37)-I(24)=1/4(1/b^1/13 -1/c^1/13), b,c∈N, then... Qus-02 |Let I(x)=∫dx(x-11)^11/13 (x+15)^15/13.If I(37)-I(24)=1/4(1/b^1/13 -1/c^1/13), b,c∈N, then...
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Let I(x) = ∫▒dx/((x-11)^(11/13) 〖(x+15)〗^(15/13) ) If I (37) – I (24) = 1/4 (1/b^(1/13) - 1/c^(1/13) Let I(x) = ∫▒dx/((x-11)^(11/13) 〖(x+15)〗^(15/13) ) If I (37) – I (24) = 1/4 (1/b^(1/13) - 1/c^(1/13)
Q) Let I(x)= Integration ∫ dx/((x−11)^(11/13) (x+15)^(15/13) ). I(37)−I(24)=1/4 (1/^(1/13) −1/^(1/13 Q) Let I(x)= Integration ∫ dx/((x−11)^(11/13) (x+15)^(15/13) ). I(37)−I(24)=1/4 (1/^(1/13) −1/^(1/13
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Math Integration Timelapse | Real-life Application of Calculus #math #maths #justicethetutor Math Integration Timelapse | Real-life Application of Calculus #math #maths #justicethetutor