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Find the derivative of the function f (y) = 9y + 14 directly from..
Find the derivative of the function f ( y ) = 9 y + 14 directly from the definition of derivative. => 14 or 9 or 1 9 or - 9 or 0..
Find the derivative of f (u) = 14cos 10u + 44 from the definition..
Find the derivative of f ( u ) = 14cos 10 u + 44 from the definition of derivative. => 140 sin 10 u or - 5 sin 10 u or - 28 sin 10 u or 28 sin 10 u or - 140 sin 10 u..
Find the derivative of g(s) = 5 (ln 2s) + 31 using the definition of d..
Find the derivative of g ( s ) = 5 (ln 2 s ) + 31 using the definition of derivative. => 10 s or 5 s or 5 s or 1 1 0 s or 5 2 s..
Find the derivative of g(t) = 8log 9t + 36 using the definition of der..
Find the derivative of g ( t ) = 8log 9 t + 36 using the definition of derivative. => 8 t log e or 8 log e t or 7 2 log e t or 8 log e 9 t or 8 t..
Find the derivative of g(y) = 13y+17 using the definition of derivativ..
Find the derivative of g ( y ) = 1 3 y + 1 7 using the definition of derivative. => - 1 3 2 1 3 y + 1 7 or 2 1 3 y + 1 7 1 3 or 1 3 2 1 3 y + 1 7 or 1 3 1 3 y + 1 7 2 or 1 2 6 1 3 y + 1 7..
If f (u) = 9|u|, then find f ′ (u) using the definitio..
If f ( u ) = 9| u |, then find f ′ ( u ) using the definition of derivative. => - 3 or 3 or Does not exist or 9 | u | u or | u | u..
If f (t) = 9 sec 5t, then find f ′ (t) using the defin..
If f ( t ) = 9 sec 5 t , then find f ′ ( t ) using the definition of derivative. => 45 cosec 5 t tan 5 t or 45 sec 5 t cot 5 t or 45 sec 5 t tan 5 t or 45 tan 5 t or - 45 cosec 5 t cot 5 t..
If f (t) = 7 cosec 11t + 13, then find f ′ (t) using t..
If f ( t ) = 7 cosec 11 t + 13, then find f ′ ( t ) using the definition of derivative. => - 77 sec 11 t tan 11 t or - 77 cosec 11 t or 77 cosec 11 t cot 11 t or - 77 sec 11 t cot 11 t or - 77 cosec 11 t cot11 t..
Find dgdu, if g(u) = 8u + 7u using the definition of derivative.
Find d g d u , if g ( u ) = 8 u + 7 u using the definition of derivative. => 8 + 7 u 2 or 8 u 2 or 8 - 7 u 2 or - 7 u 2 or 8 u 2 - 7..
If f (p) = sin 22p+25, then find f ′ (p) using the def..
If f ( p ) = sin 2 2 p + 2 5 , then find f ′ ( p ) using the definition of derivative. => 44 ( cos 2 2 p + 2 5 2 2 p + 2 5 ) or - 11 ( cos 2 2 p + 2 5 2 2 p + 2 5 ) or 22 ( cos 2 2 p + 2 5 2 2 p + 2 5 ) or 44 (cos 2 2 p + 2 5 ) or 11 ( cos 2 2 p + 2 5 2 2 p + 2 5 )..
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