Top answers

All subjects
All levels

A line has Cartesian equations x−p = (y+2)/q = 3−z and a plane has equation r ∙ [1,−1,−2] = −3. In the case where the angle θ between the line and the plane satisfies sin⁡θ=1/√6 and the line intersects the plane at z = 0. Find p and q.

This question gives hints as to how you should solve it. Because it tells you the angle between the line and the plane, this should indicate that doing something to do with finding the angle between the l...

JO
3295 Views

Was machst du in deiner Freizeit?

Also, wenn ich Zeit habe, spiele ich Fußball mit meinem Bruder und lese ich viele Bücher. Manchmal fahre ich auch mit dem Rad und besuche ich meine Freunde- wir gehen auch oft in die Stadt, damit wir zusa...

RF
Answered by Ronan F. German tutor
13800 Views

How to find the turning point on a curve?

The equation of the curve will be a quadratic i.e. it follows the form y=ax2+bx+cTo find the turning point, the quadratic will need to be solved using the completing the square method. This me...

MV
Answered by Muhammad V. Maths tutor
3608 Views

How does Carol Ann Duffy's 'Mrs Midas' show characters' attempts to deal with life-changing events?

In Carol Ann Duffy's Mrs Midas, the poet is seen to take on the form of a dramatic monologue in order to adequately articulate and express the emotions and experience of the imagined but eponymous persona...

Answered by English tutor
8001 Views

(Henry VIII module) Describe the opposition that Henry VIII encountered in the years 1532-1535 to his proposed changes to the position and role of the Church and Pope in England. (20 marks)

Henry VIII intended to implement the 'Royal Supremacy' between 1532 - 1535, whereby the Pope's jurisdiction over matters in England would cease. The British Monarch would also become the Head of the Churc...

UA
Answered by Usman A. History tutor
4671 Views

We're here to help

contact us iconContact ustelephone icon+44 (0) 203 773 6020
Facebook logoInstagram logoLinkedIn logo

© MyTutorWeb Ltd 2013–2025

Terms & Conditions|Privacy Policy
Cookie Preferences