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Evaluate Sherif's 'Robber's Cave' Experiment. (4 marks)

A key strength of Sherif's 1954 'Robber's Cave' study is that it has high validity. Sherif's experiment was set up as a two week long summer camp with participants who were not aware of the aim of the stu...

GS
Answered by Grace S. Psychology tutor
15536 Views

How can I demonstrate that (sin(T)+cos(T))(1-sin(T)cos(T))=(sin(T))^3+(cos(T))^3

You first develop the expression on the left side of the equation:(sin(T)+cos(T))(1-sin(T)cos(T))=sin(T)-sin^2(T)cos(T)+cos(T)-sin(T)cos^2(T)=sin(T)(1-cos^2(T))+cos(T)(1-sin^2(T))Now, you will need to use...

TC
Answered by Tabea C. Maths tutor
3322 Views

Describe and explain the function of the loop of henle and suggest how its structure may differ in organisms adapted to a desiccated environment.

The loop of henle is a region of the kidney's nephrons which through active and passive transport of Na+ and Cl- ions lowers the water potential of the kidney's medulla, allowing greater reabsorbtion of w...

TH
Answered by Theo H. Biology tutor
27082 Views

Find the integral of e^3x/(1+e^x) using the substitution of u=1+e^x

Differentiate U with respect to x to find dx in terms of du and substitute into the integral so that it is in terms of du, then using e^3x = (e^x)^3 and u = 1+e^x subsitute u in for x and simplify the int...

CF
Answered by Cory F. Maths tutor
5131 Views

dx/dt = -5x/2, t>=0. Given that x=60 when t=0, solve the differential equation, giving x in terms of t.

dx/dt = -5x/2 to solve this we must firstly separate the variables ∫2/x dx = -∫5 dt then we solve the integrals using basic integration formulae 2ln...

KS
Answered by Kulveer S. Maths tutor
5875 Views

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