Factoring - Identifying Large Factored Numbers - 3 Factors (Level 2)

This math topic focuses on factoring large numbers into a product of primes with designated exponents, where each question requires identifying three specific factors of the given number. The problems involve breaking down complex numbers such as 945, 1400, 600, 1575, 3430, and 882. Each example provides multiple-choice answers, enhancing skills in multiplication, division, and understanding of fractions through practical factoring exercises. This level of practice helps deepen understanding of how numbers can be decomposed into their fundamental prime factors.

Work on practice problems directly here, or download the printable pdf worksheet to practice offline.

Factoring - Identifying Large Factored Numbers - 3 Factors Worksheet

Math worksheet on 'Factoring - Identifying Large Factored Numbers - 3 Factors (Level 2)'. Part of a broader unit on 'Factoring, Multiplication, Division, Fractions - Practice' Learn online: app.mobius.academy/math/units/factoring_multiplication_division_fractions_practice/

1

Factor 882 to find d, n, and y

a

d=2, n=7, y=13

b

d=2, n=7, y=3

c

d=2, n=7, y=5

d

d=2, n=3, y=5

e

d=7, n=3, y=5

2

Factor 945 to find n, d, and r

a

n=7, d=5, r=13

b

n=3, d=7, r=2

c

n=3, d=7, r=2

d

n=3, d=7, r=5

e

n=3, d=7, r=2

3

Factor 1750 to find z, n, and b

a

z=5, n=7, b=3

b

z=2, n=5, b=7

c

z=2, n=7, b=13

d

z=5, n=7, b=13

e

z=2, n=5, b=11

4

Factor 945 to find b, n, and x

a

b=5, n=3, x=2

b

b=7, n=5, x=13

c

b=5, n=3, x=11

d

b=7, n=5, x=3

e

b=7, n=5, x=2

5

Factor 2450 to find x, b, and c

a

x=5, b=7, c=3

b

x=2, b=7, c=3

c

x=2, b=5, c=11

d

x=2, b=7, c=13

e

x=2, b=5, c=7

6

Factor 504 to find z, x, and d

a

z=7, x=3, d=11

b

z=7, x=3, d=5

c

z=2, x=7, d=3

d

z=2, x=3, d=11

e

z=2, x=7, d=5

7

Factor 900 to find c, y, and b

a

c=3, y=2, b=11

b

c=3, y=5, b=11

c

c=3, y=2, b=13

d

c=5, y=2, b=11

e

c=3, y=5, b=2