Check out this website https://www.expatica.com/uk/finance/taxes/a-complete-guide-to-the-uk-tax-system-758254/
It is a complete guide to the UK tax system. You will find all the types of taxes there.

Business

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Your question seems to be incomplete, care to elaborate

Maths

14×4q
From algebraic expressions, multiplication will affect the coefficients only so the answer is
=> 56q

14xq4

3sin(x - 20) + 1 = 0
3sin(x - 20) = -1
sin(x - 20) = -1/3

(x - 20) = sin^-1( -1/3) 
(sin inverse function can be found on a calculator)

x - 20 = -19.47122063
x = 20 - 19.47122063
Therefore x = 0.5287793655

3sin(x-20)+1=0

=> 4-x < 9

We want to make x the subject

=> 4-4-x < 9-4 (subtract 4 from both sides)
=> -x < 5
if we multiply both sides by -1 Then 
=> x > -5

I believe this helps

4-x<9

(7^8 × 7^3 × 7^4) / (7^9 × 7^5) 
From the law of indices 
=> [7^(8+3+4) ] / [7^(9+5) ] 
=> 7^15 / 7^14 
=> 7^ (15 - 14) 
=> 7^1 
So the answer is 7 
I believe this helps

(7^8x7^3x7^4)/(7^9x7^5)

A = b - x/x
A = b - 1 since x/x = 1

When we make b the subject then
b = A + 1

A=b-x/x

Perimeter of a rectangle is  2(l+w)
Where l is the length and w is the width

If length is 9 more than it's width then l=9×w => 9w
So
Perimeter => 2(9w + w) = 110
                    => 2(10w) = 110
                    => 10w = 110/2 (divide both sides by 2)
                    => 10w = 55
                    => w = 55/10 (divide both sides by 10)
Therefore the width is 5.5cm

How do you solve this maths problem? 
The length of a rectangle is 9 more then it’s width. If the perimeter of the rectangle is 110cm, find its width. 

This is part of my solving equations homework and I don’t understand it. 
Thank you

An atom is typically made up of 3 parts namely protons, neutrons and electrons.

Physics

What makes up an atom?

Can someone help me with Maths?

This series covers Fractions, Indices and Surds in Core Mathematics for A-level. The parts are Introduction-Fractions/ Fractions Part 2/ Partial Fraction Part 1 & 2/ Surds Part 1 & 2/ Indices Part 1 & 2

A-Level

Core Mathematics A

Introduction to Algebra: Multiplication/ Addition and Subtraction/ Expansion of Brackets/ Difference of Two Squares/ Factorization/ Pascal's triangle

GCSE

Introduction to Algebra

A-Level course : Logarithms: Introduction to logarithms, Relationship between log form and index form, Evaluating logarithms and the laws of logarithms (rules that the logarithms obey) / Quadratic equations: Introduction, Solution by factorizing, rearranging the equation, Formula for solving quadratic equation/ Simultaneous equation: Introduction, Solution of three linear equation, solution of one linear and one quadratic equation.

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Kwame Nkrumah University of Science and Technology, Ghana

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