Top answers

All subjects
All levels

Prove by mathematical induction that (2C2)+(3C2)+(4C2)+...+(n-1C2) = (nC3).

Firstly, show the equation is true for n = 3 (as this is the samllest n that nC3 is defined): LHS = (2C2) = 1 = (3C3) = RHStherefore, true for n=3.
Then assume true for n = k:(2C2)+(3C2)+(4C2)+...+(k...

HX
Answered by Henry X. Maths tutor
14680 Views

log_10⁡((1/(2√2))*(p+2q))=(1/2)(log_10⁡p+log_10⁡q),p,q>0,find p in terms of q.

log10[(1/2√2)(p+2q)]=(1/2)(log10p+log10q)log10[(1/2√2)(p+2q)]=(1/2)(log10pq)log10[(1/2√2)(p+2q)]=log10(pq)1/2...

HX
Answered by Henry X. Maths tutor
8218 Views

How do I ensure my personal statement stands out to medical schools?

There are 3 main components to formulating a stand-out personal statement:1) Unique intro- You can approach this a variety of ways: A summary of the reason/experience that pulled you to medicine (if power...

AG
1911 Views

Is the UK suffering from a participation crisis?

Yes – Low turnout at elections undermines the legitimacy of the resultTurnout at the 2015 General Election was 66.1%, far below the high levels of the 1970s, where it reached 78.8% in 197...

HD
64890 Views

What are the different conditional constructions in Latin and how do I spot them?

Conditionals are formed of 2 clauses: the ‘if’ clause (the ‘protasis’) and the ‘non-if’ clause (the ‘apodosis’). Normally, conditionals are introduced by si (‘if’) or nisi (‘if not’, ‘un...

NH
Answered by Nick H. Latin tutor
2953 Views

We're here to help

contact us iconContact usWhatsapp logoMessage us on Whatsapptelephone icon+44 (0) 203 773 6020
Facebook logoInstagram logoLinkedIn logo

© MyTutorWeb Ltd 2013–2025

Terms & Conditions|Privacy Policy
Cookie Preferences