Home/Class 11/Maths/

Question and Answer

Question
MathsClass 11

Find the derivative of \( tan\sqrt{x}\) w.r.t. x., using first principle

Answer

Answer for Find the derivative of tansqrt{x} w.r.t. x., using first principle
To Keep Reading This Answer, Download the App
4.6
star pngstar pngstar pngstar pngstar png
Review from Google Play
To Keep Reading This Answer, Download the App
4.6
star pngstar pngstar pngstar pngstar png
Review from Google Play
Correct20
Incorrect0
Still Have Question?
Ask Your QuestionFind More Answer
Watch More Related Solutions
If A and G are respectively arithmetic and geometric mean between positive no. a and b; then the quadratic equation having a, b as its roots is
\( {x}^{2}-2Ax+ {G}^{2}=0\)
If A and G are respectively arithmetic and geometric mean between positive no. a and b; then the quadratic equation having a, b as its roots is
\( {x}^{2}-2Ax+ {G}^{2}=0\)
Math|Class 11
If \( \underset{x\xrightarrow{} \infty }{lim}\left(\frac{{x}^{2}+1}{x+1}-ax-b\right)=0 \)then find values of a & b
If \( \underset{x\xrightarrow{} \infty }{lim}\left(\frac{{x}^{2}+1}{x+1}-ax-b\right)=0 \)then find values of a & b
Math|Class 11
Write down the sequence whose nth term is \( {2}^{n}/n\) and (ii) \( \left[3+{\left(-1\right)}^{n}\right]/{3}^{n}\)
Write down the sequence whose nth term is \( {2}^{n}/n\) and (ii) \( \left[3+{\left(-1\right)}^{n}\right]/{3}^{n}\)
Math|Class 11
The coefficient of \( {x}^{2}{y}^{5}{z}^{3}\) in the expansion of \( {\left(2x+y+3z\right)}^{10}\) is
A.\( \frac{10!}{2!3!}{2}^{2}{3}^{2}\)
B.\( \frac{10!}{2!5!3!}{2}^{2}{3}^{2}\)
C.\( \frac{10!}{2!5!3!}{2}^{2}{3}^{3}\)
D.\( \frac{10!}{2!5!3!}\)
The coefficient of \( {x}^{2}{y}^{5}{z}^{3}\) in the expansion of \( {\left(2x+y+3z\right)}^{10}\) is
A.\( \frac{10!}{2!3!}{2}^{2}{3}^{2}\)
B.\( \frac{10!}{2!5!3!}{2}^{2}{3}^{2}\)
C.\( \frac{10!}{2!5!3!}{2}^{2}{3}^{3}\)
D.\( \frac{10!}{2!5!3!}\)
Math|Class 11
The number of solutions of the equation \( {2}^{cosx}=|\)sin x\( |\) in \( [-2\pi ,2\pi ]\) is
1)1 2)4 3)3 4)8
The number of solutions of the equation \( {2}^{cosx}=|\)sin x\( |\) in \( [-2\pi ,2\pi ]\) is
1)1 2)4 3)3 4)8
Math|Class 11
\( \underset{x\xrightarrow{}\;2}{lim}\frac{{x}^{3}-{3x}^{2}+4}{{x}^{4}-{8x}^{2}+16}\)
\( \underset{x\xrightarrow{}\;2}{lim}\frac{{x}^{3}-{3x}^{2}+4}{{x}^{4}-{8x}^{2}+16}\)
Math|Class 11
Which is greater: \( x=lo{g}_{3 }5\;or\;y=lo{g}_{17}\left(25\right)\)
Which is greater: \( x=lo{g}_{3 }5\;or\;y=lo{g}_{17}\left(25\right)\)
Math|Class 11
If roots of the equation \( l{x}^{2}+mx-2=0\) are real and reciprocal of each other, then
(A) l = 2 (B) l = \( -\)2 (C) m = 2 (D) m = \( -\)2
If roots of the equation \( l{x}^{2}+mx-2=0\) are real and reciprocal of each other, then
(A) l = 2 (B) l = \( -\)2 (C) m = 2 (D) m = \( -\)2
Math|Class 11
A tangent is drawn to the ellipse \( \frac{{x}^{2}}{27}+{y}^{2}=1\) at \( \left(3\sqrt{3} cos \theta ,sin\theta \right)\) where \( \theta \epsilon \left(0,  \frac{\pi }{2}\right)\). Then find
the value of \( \theta  \)such that the sum of intercepts on the axes made by this tangent is minimum.
A tangent is drawn to the ellipse \( \frac{{x}^{2}}{27}+{y}^{2}=1\) at \( \left(3\sqrt{3} cos \theta ,sin\theta \right)\) where \( \theta \epsilon \left(0,  \frac{\pi }{2}\right)\). Then find
the value of \( \theta  \)such that the sum of intercepts on the axes made by this tangent is minimum.
Math|Class 11
Find the remainder when \( {32}^{{32}^{32}}\) is divided by 7.
Find the remainder when \( {32}^{{32}^{32}}\) is divided by 7.
Math|Class 11

Load More

More Solution Recommended For You
NCERT Maths for Class 6
NCERT Physics for Class 6
NCERT Chemistry for Class 6
NCERT Biology for Class 6
NCERT Maths for Class 7
NCERT Physics for Class 7
NCERT Chemistry for Class 7
NCERT Biology for Class 7
NCERT Maths for Class 8
NCERT Physics for Class 8
NCERT Chemistry for Class 8
NCERT Biology for Class 8
Previous
Next