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Solve 4(x+3)=2x+8

First explain that to 'solve' means to find the value for 'x'. Then, using the rule of BIDMAS, explain that in order to simplify the process, the first step is to open up the brackets on the left hand sid...

WZ
Answered by Wayne Z. Maths tutor
8037 Views

In the triangle ABC, AB = 16 cm, AC = 13 cm, angle ABC = 50 and angle BCA= x Find the two possible values for x, giving your answers to one decimal place.

Using the sine rule: sina/A = sinb/Bsinx/16 = sin50/13sinx = 16 * (sin50/13)sinx = 0.943x = 70.5 and 109.5

YP
Answered by Yva P. Maths tutor
13017 Views

Find the general solution of the differential equation: d^2x/dt^2 + 5dx/dt + 6x = 2cos(t) - sin(t)

First solve complementary function, i.e. d2x/dt2 + 5dx/dt + 6x = 0. To do so, let x = emt, where m = arbitrary constant. Differentiating gives dx/dt = m emt and...

MG
Answered by Mick G. Maths tutor
6200 Views

Using the product rule, differentiate: y = (x^2 - 1)(x^3 + 3).

y=(x2-1)(x3+3) ...

Answered by Maths tutor
3339 Views

integral of (tan(x))dx using the substitution u = cos(x)

given u = cos(x), therefore du/dx=-sin(x), as tan(x)=sin(x)/cos(x), can rewrite tan(x)=(-du/dx)/u, therefore integral can become [(-1/u)du], after inegrating you are left with -ln(u)+c, therefore ln(1/u)+...

FR
Answered by Frederick R. Maths tutor
4183 Views

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