3x 5 2x 4 6 X 3 2
Therefore the HCF of x 2 3x 2 and x 2 4x 3 is x 1 Finding LCM Least Common Multiple The LCM of two polynomials is the product of their factors with The polynomial x 3x 2 can be factored as x 1 x 2 0 Step 2 Identify the zeros The zeros are 1 and 2 Step 3 Calculate the sum and product of the zeros
3x 5 2x 4 6 X 3 2
3x 5 2x 4 6 X 3 2
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3x 3y 16 We will solve for y and then draw the graph So equation of line is Now we will make graph of above equation using T table method We will make table of x and 1 3x 2 40
Let s assume the zeros of the polynomial x ax b are 3x and 4x since they are in the ratio 3 4 According to Vieta s formulas the sum of the zeros is equal to a and the The value of x is 2 Given f x 3x 1 and g x x 3 Also gff x fgg x To find The value of x Solution When we use the terms fgg x or gff x it means that we have to place the
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Therefore the HCF of x 2 3x 2 and x 2 4x 3 is x 1 Finding LCM Least Common Multiple The LCM of two polynomials is the product of their factors with
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3x 5 2x 4 6 X 3 2 - 3x 3y 16 We will solve for y and then draw the graph So equation of line is Now we will make graph of above equation using T table method We will make table of x and
