What are the factors of the terms of the given expression-6x-y-x - 1-y-6- x-y and -x - 1- y-6- x- 1-y- and -x - 1- y-6- x-1-y- and -1-x - 1- y-6- x- 1-y and x-1- y-

The correct option is C 6, x,1/y and 1,(x + 1), y The first term of the given expression is 6x/y. Factors are 6,x, 1/y. Similarly, second term of the express ...

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Standard VI

Mathematics

Factors of a Term

What are the ...

Question

What are the factors of the terms of the given expression: $\frac{6 x}{y} - (x + 1) (y)$ ?

6, x, 1/y and (x + 1), y

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6, x,1/y and -1,(x + 1), y

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6, x/y and -(x + 1), y

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6, x, 1/y and x,1, y

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Solution

The correct option is B
6, x,1/y and -1,(x + 1), y

The first term of the given expression is $\frac{6 x}{y}$ . Factors are $6, x, \frac{1}{y}$ .

Similarly, second term of the expression is $- (x + 1) (y)$ . Since the negative term is associated with the it, factors are $- 1$ , $(x + 1) a n d y$ .

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What are the factors of the terms of the given expression: 6xy−(x+1)(y)?

The correct option is B 6, x,1/y and -1,(x + 1), y The first term of the given expression is 6xy. Factors are 6,x,1y. Similarly, second term of the expression is −(x+1)(y). Since the negative term is associated with the it, factors are −1, (x+1) and y.

What are the factors of the terms of the given expression: $\frac{6 x}{y} - (x + 1) (y)$ ?

The correct option is B
6, x,1/y and -1,(x + 1), y

The first term of the given expression is $\frac{6 x}{y}$ . Factors are $6, x, \frac{1}{y}$ .

Similarly, second term of the expression is $- (x + 1) (y)$ . Since the negative term is associated with the it, factors are $- 1$ , $(x + 1) a n d y$ .