#### Description

Test your knowledge on Algebraic Equations level 3

##### Study Set Content:
21- Flashcard

Simplify 2(p^2)+3p+(p^2).

This expression contains two types of different terms, those that contain(p^2) and those that contain p. p2 and p are not like terms because although they contain the same letter, the letters do not have the same power.

2(p^2)+3p+(p^2)

2(p^2)+(p^2)\=3(p^2)

+3p

Putting the simplified terms together gives 3p2+3p

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22- Flashcard

Simplify 3d×5d .

Multiply the numbers first. This gives 3×5=15

Then multiply d×d=(d^2)

The final answer is 15(d^2)

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23- Flashcard

Expand k(k−2)

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24- Flashcard

Expand 3f(5−6f)

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25- Flashcard

Expand the bracket (2m−3)(m+1)

Firsts = 2m×m=2(m^2)

Outsides = 2m×1=2m

Insides = −3×m=−3m

Lasts = −3×1=−3

This gives: 2(m^2)+2m−3m−3

2m and −3m

are like terms, as they both contain the letter m.

2m−3m=−1m

which can be written as −m.

Simplifying like terms gives: 2(m^2)−m−3.

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