Question

2. Identify the like terms in each of the following:
Ca²b, cab², b²ac, c²ab, abc, acb², ab²c, bac²,abc², abc, a²cb, ac²b, ba²c, bca.
3. In an operation * is defined such that x*y = x*y-x/y Find:-
(i) (-9)*3 (ii) 6*(-2) (ii) (-24) *(-6)
4. By which decimal number should 0.000001 be added to get 0.001.
5. Write equivalent fraction of 1331/3375 with
Denominator 37125 (ii) Numerator 5324​

Answer 1

THE LIKE TERMS ARE

abc,bca. and. b^2ac,acb^2

Answer 2

Answer:

[I]The like terms are

Ca²b,a²cb

Cab²,b²ac,acb²,ab²c,

C²ab,bac²,abc²,ac²b,

Abc,abc,BCA,

A²cb,ba²c

Step-by-step explanation:

[I]As in the first part there are a² in common.

In the second line b² is common.

And so on there are c² or b² or a² as common.

That is why the terms having the term in common are like terms