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| By Robertmclellan03
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Robertmclellan03
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Questions: 5 | Attempts: 1,345

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This quiz will test you if you really know algebra

• 1.

### Subtract the following trinomes: (2y+3zx-4)-(5zx+3-6y)

• A.

8y-2zx-7

• B.

5y+4-4zx

• C.

-y

• D.

2zx-5+16y

A. 8y-2zx-7
Explanation
To subtract the trinomials (2y + 3zx - 4) and (5zx + 3 - 6y), distribute the negative sign across the terms inside the second set of parentheses. This involves changing the sign of each term within the parentheses. After that, combine like terms by grouping similar variables together and simplifying the constants. The final result is 8y - 2zx - 7.

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• 2.

### Developpe the follweing equation:3(z-7+6y)

• A.

21-18z+7

• B.

-z+18y

• C.

3z-21+18y

• D.

3-7+z

• E.

-18y-z-7

C. 3z-21+18y
Explanation
The given equation is developed by distributing the 3 to each term inside the parentheses. This results in 3z - 21 + 18y, which is the correct answer.

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• 3.

### Multiply the following:(-2jrl)(-3yuh)(-4asd)

• A.

-24jrlyuhasd

• B.

24jrlyuhasd

• C.

-24jya

• D.

Jrlyuhasd

A. -24jrlyuhasd
Explanation
The given expression involves multiplying three terms: (-2jrl), (-3yuh), and (-4asd). When multiplying three negative numbers, the result is positive. Therefore, the correct answer is 24jrlyuhasd, without the negative sign.

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• 4.

### Developp the following, then simplify:(x+10)(x+2)

• A.

X2+5

• B.

X+20

• C.

2x+10-2

• D.

X2+12x+20

D. X2+12x+20
Explanation
The given expression is a product of two binomials. To simplify it, we can use the distributive property. Multiplying the first terms of each binomial gives x^2. Multiplying the outer terms gives 2x, and multiplying the inner terms gives 10x. Finally, multiplying the last terms gives 20. Combining like terms, we have x^2 + 12x + 20, which is the simplified form of the expression.

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• 5.

### Write a short, one paragraph essay on how to factorise polynomes with using simple trinome.

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• Current Version
• Jan 22, 2024
Quiz Edited by
ProProfs Editorial Team
• Jun 16, 2009
Quiz Created by
Robertmclellan03

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