Reference for Jan please :-)

 Hello students,

I would be grateful if anyone would offer me a reference for my tutoring, it is for the UNSW tutor site, link below.

Thanks in advance.

https://studentvip.com.au/tutors/16787/jan

Online Mathematics Tutoring by Jan :-)

Hello all.

I have recently left the college and am now available for online mathematics tutoring.

Mates rates apply to my former students or their friends!

All UNSW College mathematics subjects.

• Mathematics Science.
• Mathematics Commerce.
• Mathematics Essentials.
• Mathematics 1131 Algebra 1A and 1B
• Mathematics 1131 Calculus 1A and 1B

For more details, please go to  https://ripplemathematics.blogspot.com/

or email me on ripplemath @ proton.me

Kind regards, Jan :-)

LG Ex17-2 Q16 Roots and coefficients

 

LG EX 15-6B Q3

 

LG Ex 15-6A Q5

 

Example inverse trig functions that are constant value - proof example

 

Ex 19-1 Q4b

Ex15-4, Q1b

Trig equations Ex 11-1A Q9d

 

Newtons method example

Ex15-6B Q14

 

Ex15-6B Q13

 

LG Ex15-6A Q7a

 

LG Ex15-6B Q11b

 

Integral involving inverse trig fns - $\displaystyle \int \dfrac{x^2}{x^2+4x+20} dx$.

 

Integration example involving $I_n=\displaystyle \int^1_0\dfrac{x^n}{1+x^2} dx $ (LG Ex 15-6A Q8ab)

 

Integral involving exponential function (LG Ex13-6A Q4)

 

Integrals with logarithmic functions, (LG Ex13-7B Q2h)

 

Integrals with logarithmic functions, (LG Ex13-7A Q1jt and Q4fh)

 

Sketch $y=\sin(\cos^{-1}x)$ (LG Ex15-3 Q15)

 

Graph of $y=\sin^{-1}(\sin x)$ (LG Ex15-3 Q13)

 

Find $\sin^{-1} \dfrac{2}{\sqrt{7}}+\sin^{-1} \dfrac{\sqrt{3}}{\sqrt{7}}$ (LG Ex15-3 Q3)

 

Implicit differentiation examples involving exponentials

 

Trig iteration formula (LG Ex12-3 Q15)

 

Example of differentiate, then integrate with trig functions. (LG Ex 12-3 Q11)

 

Example of differentiate, hence integrate - (LG Ex 12-3 Q6)

 

Solve: $\:\:\sin x+\cos x=\cos(2x) $ where $0\le x \le 2\pi$.

 

Can someone please solve $$ \sin x+\cos x=\sin(2x) $$ for $0\le x\le 2\pi$ ! 

Thanks!

And send me your solution. Jan

Proving that sin(18^o)=(sqrt(5)-1)/4 and so on. LG MaS T2 Ex11-5 Q12

 

Ex 11-5 Q11