for u exclusive CLASS 7 EX 12.1 ALGEBRAIC EXP.pptx

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About This Presentation

The crux of algebra lies in its fundamental operations, namely addition, subtraction, multiplication, and division. Dedicate a section of your presentation to elucidate these operations, employing clear and concise explanations accompanied by illustrative examples. Emphasize the importance of mainta...


Slide Content

CHAPTER 12

QUESTION 1

QUESTION 1

QUESTION 1

QUESTION 2(i)

QUESTION 2(i)

QUESTION 2(ii)

QUESTION2(ii)

QUESTION 3

QUESTION 3

QUESTION 4

QUESTION 4

QUESTION 5

QUESTION 5

QUESTION 6

QUESTION 7

HOME ASSIGNMENT EXERCISE 12.1 Q3(vi),(ix),Q4(a)(vii),

QUESTION 5

Classify into monomials, binomials and trinomials.

(i) 4 ルー フ z It has two terms it is binomial
(ii) y? It has only one term it is monomial
(iii) x+ y — xy It has three terms it is trinomial.
(iv) 100 It has only one term it is monomial
(v)ab-a-b Ithas three terms it is trinomial
(vi) 5 一 3t It has two terms it is binomial
(vii) 4p?q — 4pq? It has two terms it is binomial.

(viii) 7mn It has only one term. it is monomial

QUESTION 5

(ix) 2-3z+8 Ithasthree terms _ itis trinomial
(x)a24+b2 It hastwoterms _ itis binomial
(xi) z2+z It has two terms it is binomial

(xii) 1+x+x? hasthree terms _ it is binomial

QUESTION 6

State whether a given pair of terms is of like or unlike terms.

14100 (v) 4m?p, Amp?

“They are like terms They are unlike terms.
Us, (vi) 12xz, 1227?

: They are like terms. +. They are unlike terms.
(iii) -29x, -29y

+. They are unlike terms.

(iv) 14xy, 42yx

+. They are like terms

QUESTION 7
Identify like terms in the following:
(a) — xy2, — 4yx?, 8x2, 2xy?, 7y,
— 11x?, — 100x, — 11yx, 20x?y,

ー 6x’, y, 2xy, 3x

So like terms are
(y, 2xy’),
(-4yx? , 20x’y),
(8x?, -11x?, 6x?),
(y, y},

(-100x, 3x)

(-11yx, 2xy)

(b) 10pq, 7p, 8q, — p*q?,— 7qp,
ー 100g, — 23, 1292p2 一 5p2 41,
2405p, 78qp, 13p?q, gp2 701p?

So like terms are
(10pq, 7qp, 7809),
(7p, 2405p),

(8q, 100q),

(-p? q?, 12q? p?),
(23, 41),

(Sp? , 7201p"),

(13p?q, qp?)

HOME ASSIGNMENT

EXERCISE 12.1 Q3(vi),(ix),Q4(a)
(vii),
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