Let f(x) be a polynomial of degree 8 satisfying f(x)=1r,r=1,2,3,....9 and 9(x)=⎧⎪⎨⎪⎩(x−11)(x−22)(x−33−−−−(x−99)),n≠01+12+13+−−+19,n=0⎫⎪⎬⎪⎭ then value of ∣∣g(−1)f(10)∣∣ is
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Q2
What number should be added to (12+13−15) so as to get 3?
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Q3
The value of 212×313×41410−15×535÷4−23×5−754−35×6−13 is equal to:
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Q4
The function f(x)=x13(x−1)
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Q5
If f(x)=(x2−1)(3+x2)12(8+x4)12, then f′(1) is equal to