24 16 2 to the 2×2×2×2 fourth power How to enter into the Calculator: Problem: 35 3 yx 5 = Answer: 243 → Type: → Problem: 47 Type: 4 yx 7 = Answer: 16,384 → → Problem: 102 Type: 10 yx 2 = Answer: 100 → → Problem: 103 Type: 10 yx 3 = Answer: 1,000 → → Problem: 104 Type: 10 yx 4 = Answer: 10,000 → → Problem: 105 Type: 10 yx 5 = Answer: 100,000 → → Problem: 106 Type: 10 yx 6 = Answer: 1,000,000 → → Powers of Ten: The place value system is based off of the powers of ten The number of the exponent tells how many zeros are on the number Zero Power: Any number to the zero power equals one SOL 6.5 Squares and Perfect Squares – Exponential Expanded Standard Word Form Form Form From 12 1 squared 1×1 1 22 2 squared 2×2 4 32 3 squared 3×3 9 42 4 squared 4×4 16 52 5 squared 5×5 25 62 6 squared 6×6 36 72 7 squared 7×7 49 82 8 squared 8×8 64
24 2 to the fourth power 2×2×2×2 16 How to enter into the Calculator: Problem: 35 → Type: 3 yx 5 = → Answer: 243 Problem: 47 → Type: 4 yx 7 = → Answer: 16,384 Problem: 102 → Type: 10 yx 2 = → Answer: 100 Problem: 103 → Type: 10 yx 3 = → Answer: 1,000 Problem: 104 → Type: 10 yx 4 = → Answer: 10,000 Problem: 105 → Type: 10 yx 5 = → Answer: 100,000 Problem: 106 → Type: 10 yx 6 = → Answer: 1,000,000 Powers of Ten: The place value system is based off of the powers of ten The number of the exponent tells how many zeros are on the number Zero Power: Any number to the zero power equals one SOL 6.5 – Squares and Perfect Squares Exponential Form Word Form Expanded Form Standard From 12 1 squared 1×1 1 22 2 squared 2×2 4 32 3 squared 3×3 9 42 4 squared 4×4 16 52 5 squared 5×5 25 62 6 squared 6×6 36 72 7 squared 7×7 49 82 8 squared 8×8 64
6-5_exponents_and_perfect_squares.docx