Linear equations come in the form y=mx+b or y=mx-b, where x and y are the variables x and y and b is a constant (like 3). All other equations are non-linear.
Linear equations has a power of 1!
as long as the X has a power of 1, it is a linear equation.
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i want an example of geometric linear equations
It is pretty simple, all you have to do is know the equation "A²=+ B²=C²", but you always have to remember that the longest side is "c"
A number that makes an equation true is its solution.
The equation for the Pythagoras Theorem is written as: a2 + b2 = c2. The theory of this equation is to provide analysis of the sum of squares from 2 different sides.
An SSA triangle is ambiguous.Suppose the triangle is ABC and, with conventional labelling, you know a, b and angle A.Then by the cosine rule, a2 = b2 + c2 - 2bc*Cos(A)This equation will give rise to a quadratic equation in cwhich has 2 solutions. The perimeter is then a + b + c1 or a + b + c2