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Factoring - Identifying Large Factored Numbers - 3 Factors (Level 1)

This math topic focuses on recognizing and identifying large numbers represented in a factored form with three distinct factors. The specific aspects practiced include factoring numbers into prime components, and associating these factors with variables represented in exponential form. Each question presents a different number, asking learners to decipher the most accurate set of three factors that multiply to reach the given product. This practice is fundamental in enhancing understanding of multiplication, division, and the properties of factors and multiples, within the broader context of arithmetic operations and number theory.

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

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Identifying Large Factored Numbers - 3 Factors

Complete these online problems with 80% or 4 correct answers in a row. Results are immediate.

Factor 270 to find d, r, and n

270=d1â‹…r3â‹…n1270 = d^{1} \cdot r^{3} \cdot n^{1}

Factoring - Identifying Large Factored Numbers - 3 Factors Worksheet

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Math worksheet on 'Factoring - Identifying Large Factored Numbers - 3 Factors (Level 1)'. 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 150 to find x, p, and y
A LaTex expression showing 150 = x to the power of 1 times p to the power of 1 times y to the power of 2
a
x=2, p=3, y=7
b
x=2, p=3, y=7
c
x=2, p=3, y=13
d
x=3, p=5, y=11
e
x=2, p=3, y=5
2
Factor 180 to find y, b, and z
A LaTex expression showing 180 = y to the power of 1 times b to the power of 2 times z to the power of 2
a
y=5, b=3, z=13
b
y=5, b=2, z=3
c
y=2, b=3, z=11
d
y=5, b=3, z=13
e
y=2, b=3, z=13
3
Factor 300 to find m, z, and p
A LaTex expression showing 300 = m to the power of 2 times z to the power of 2 times p to the power of 1
a
m=5, z=2, p=7
b
m=5, z=2, p=3
c
m=5, z=3, p=11
d
m=5, z=2, p=13
e
m=2, z=3, p=13
4
Factor 120 to find z, n, and m
A LaTex expression showing 120 = z to the power of 1 times n to the power of 3 times m to the power of 1
a
z=3, n=2, m=13
b
z=3, n=2, m=5
c
z=3, n=2, m=7
d
z=3, n=5, m=7
e
z=2, n=5, m=13
5
Factor 150 to find m, b, and n
A LaTex expression showing 150 = m to the power of 2 times b to the power of 1 times n to the power of 1
a
m=5, b=3, n=11
b
m=5, b=2, n=11
c
m=5, b=3, n=13
d
m=5, b=3, n=11
e
m=5, b=2, n=3
6
Factor 120 to find m, y, and c
A LaTex expression showing 120 = m to the power of 1 times y to the power of 3 times c to the power of 1
a
m=3, y=5, c=11
b
m=3, y=5, c=11
c
m=3, y=2, c=7
d
m=3, y=2, c=13
e
m=3, y=2, c=5
7
Factor 180 to find d, n, and m
A LaTex expression showing 180 = d to the power of 1 times n to the power of 2 times m to the power of 2
a
d=3, n=2, m=7
b
d=5, n=3, m=2
c
d=5, n=3, m=11
d
d=3, n=2, m=11
e
d=5, n=2, m=13