
1 Exponents and order of operations / 4 pts
Calculators are not allowed. Find the value of each expression.
- \(5^3\)
- \(40 - 2^4\)
- \(3 \cdot (10 - 4)^2\)
- \(100 \div 5^2 + 9\)
2 Writing expressions / 4 pts
Write an algebraic expression for each phrase.
- 12 less than \(x\)
- the product of 6 and the sum of \(y\) and 2
- tickets cost 9 dollars each (\(t\) tickets) plus a 5-dollar fee
- the quotient of \(n\) and 4, increased by 1
3 Evaluating expressions / 3 pts
Evaluate each expression when \(x = 4\) and \(y = 2\).
- \(5x - y\)
- \(x^2 + 3y\)
- \(2(x + y)\)
4 Parts of an expression / 2 pts
Consider \(8m + 5n + 11\).
- List its terms.
- Give the coefficient of \(n\) and the constant term.
5 Distributive property and equivalence / 4 pts
- Expand \(5(2x + 3)\).
- Rewrite \(16y + 20\) as a product using the GCF.
- Are \(3(x + 4)\) and \(3x + 4\) equivalent? Test \(x = 2\) and explain.
6 Simplifying and a rectangle / 3 pts
- Simplify \(9a + 4 + 2a - 3\).
- A rectangle has width 4 inches and length \(x + 6\) inches. Write its perimeter as an expression and simplify it.
Test yourself: quick challenge for Grade 6
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