Pythagorean Theorem with Decimals - Intro
20 Topics, 3 Skills
Variables - Either Missing Length (Squared Values)
Topic 1
Variables - Either Missing Length (Integer)
Topic 2
Squares Locating Perfect Square Above a Number
Topic 3
Squares Approximating Between Perfect Squares
Topic 4
Square Roots Approximating Between Integers
Topic 5
Values - Length of Hypotenuse (Decimal)
Topic 6
Variables - Either Missing Length (Integer)
Topic 7
Squares Locating Perfect Square Below a Number
Topic 8
Squares Locating Between Perfect Squares
Topic 9
Square Roots Approximating Between Perfect Square Roots
Topic 10
Square Roots Approximating
Topic 11
Squares - Length of Hypotenuse (Decimal)
Topic 12
Squares - Length of Side (Decimal)
Topic 13
Squares - Either Missing Length (Decimal)
Topic 14
Variables - Length of Side (Decimal)
Topic 15
Squares - Length of Side (Radical)
Topic 16
Values - Length of Side (Decimal)
Topic 17
Values - Either Missing Length (Decimal)
Topic 18
Variables - Length of Hypotenuse (Decimal)
Topic 19
Variables - Either Missing Length (Decimal)
Topic 20
This math topic focuses on approximating square roots to the nearest integers. Students are tasked with identifying two integers between which the square root of a given number falls. Each question presents a different number for which learners find two consecutive integers that bracket its square root. This skill is essential for understanding and estimating non-perfect squares, reinforcing foundational concepts in algebra and number sense. The topic forms part of a broader unit on the fundamentals of Pythagorean theorem, enhancing students' ability to handle square roots in various mathematical contexts.
Work on practice problems directly here, or download the printable pdf worksheet to practice offline.
Complete these online problems with 80% or 4 correct answers in a row. Results are immediate.
Find the closest integers to the given square root