DIFFERENTIATION ( PRACTICE PROBLEMS)

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All questions in this assignment will be discussed in my Public class scheduled on Saturday , 3rd June ant 5 pm.

For more deatails you can contact me:
e-mail @ messenger : gntsgeorge@yahoo.co.in
googletalk: georgeignatiusxx

skype: georgeignatius9

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TUTORIALONDIFFERENTIATION : TUTORIALONDIFFERENTIATION

WELCOME : WELCOME

ADDITIONAL PROBLEMSFORPRACTICE : ADDITIONAL PROBLEMSFORPRACTICE

My name is Ignatius George. I am from the Kottayam District of Kerala State, India. : My name is Ignatius George. I am from the Kottayam District of Kerala State, India. I have about 25 years of experience in the art of teaching mathematics in and abroad India.I was a Mathematics Examiner of the ICSE Examinations Council of India in 1992

* This tutorial contains 15 questions from differentiation.* If you are interested in their solutions , you can attend my public class scheduled on Saturday, 3rd July at 5 pm : * This tutorial contains 15 questions from differentiation.* If you are interested in their solutions , you can attend my public class scheduled on Saturday, 3rd July at 5 pm

Q1] Differentiate with respect to x sin(tan-1x) : Q1] Differentiate with respect to x sin(tan-1x) Ans:

Q2] Differentiate with respect to x : Q2] Differentiate with respect to x Ans:

Q3] Differentiate with respect to x : Q3] Differentiate with respect to x

Q4] Differentiate with respect to x x7 + 7x + sin7x : Q4] Differentiate with respect to x x7 + 7x + sin7x Ans: {18 , 7 , 21 }

Q5] Differentiate with respect to x : Q5] Differentiate with respect to x Ans: {18 , 7 , 21 }

I take online tuitions from grade 7 to grade 12 (CBSE / Cambridge O @ A-Levels / Equivalent ) : I take online tuitions from grade 7 to grade 12 (CBSE / Cambridge O @ A-Levels / Equivalent ) In case you need a mathematics tutor, you can contact me using any of the following means: e- mail gntsgeorge@yahoo.co.in y/Messenger : gntsgeorge@yahoo.co.in skype: georgeignatius9 google talk: georgeignatiusxx Tel: + 9104812790195

Q6] Differentiate with respect to x sin-12x : Q6] Differentiate with respect to x sin-12x Ans:

Q7] Differentiate with respect to x cosec24x – log(1+ x2) : Q7] Differentiate with respect to x cosec24x – log(1+ x2)

Q8] Differentiate with respect to x sin m x cos n x : Q8] Differentiate with respect to x sin m x cos n x

Q9] Differentiate with respect to x : Q9] Differentiate with respect to x

Q10] Differentiate with respect to x : Q10] Differentiate with respect to x

I take online tuitions from grade 7 to grade 12 (CBSE / Cambridge O @ A-Levels / Equivalent ) : I take online tuitions from grade 7 to grade 12 (CBSE / Cambridge O @ A-Levels / Equivalent ) In case you need a mathematics tutor, you can contact me using any of the following means: e- mail gntsgeorge@yahoo.co.in y/Messenger : gntsgeorge@yahoo.co.in skype: georgeignatius9 google talk: georgeignatiusxx Tel: + 9104812790195

Q11] Differentiate with respect to x : Q11] Differentiate with respect to x

Q12] Differentiate with respect to x : Q12] Differentiate with respect to x

Q13] Differentiate with respect to x (ex + log x)4 : Q13] Differentiate with respect to x (ex + log x)4 Ans:

Q14] Differentiate with respect to x : Q14] Differentiate with respect to x Ans:

Q15] Differentiate with respect to x : Q15] Differentiate with respect to x

I take online tuitions from grade 7 to grade 12 (CBSE / Cambridge O @ A-Levels / Equivalent ) : I take online tuitions from grade 7 to grade 12 (CBSE / Cambridge O @ A-Levels / Equivalent ) In case you need a mathematics tutor, you can contact me using any of the following means: e- mail gntsgeorge@yahoo.co.in y/Messenger : gntsgeorge@yahoo.co.in skype: georgeignatius9 google talk: georgeignatiusxx Tel: + 9104812790195

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IGNATIUS GEORGE
ONLINE MATHS TUTOR FROM 4 th TO 12 Th GRADE
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