Convert {{to_a_modern}} to {{to_a_system}}.
\n{{to_a_ancient}}
\nConvert the following {{to_m_system}} numeral to modern Hindu-Arabic base ten.
\n{{to_m_ancient}}
\n{{to_m_modern}}
\nCompute each of the following using the stated algorithm. You must show all calculations in the desired base, and not by converting between bases.
\nFor each of the following equations, state the property that is being exemplified.
\n{{p1_ans}}
\n{{p2_ans}}
\n{{p3_ans}}
\n{{p4_ans}}
\n{{p5_ans}}
\n{{p6_ans}}
\n{{p7_ans}}
\n{{p8_ans}}
\n{{p9_ans}}
\n{{p10_ans}}
\nCompute each of the following using the stated algorithm. You must show all calculations in the desired base, and not by converting between bases.
\n{{directions}}
\n{{answer}}
\nDetermine if each of the statements below is true or false.
\n{{p1_ans}}
\n{{p2_ans}}
\n{{p3_ans}}
\n{{p4_ans}}
\n{{p5_ans}}
\n{{p6_ans}}
\n{{p7_ans}}
\n{{p8_ans}}
\n{{p9_ans}}
\n{{p10_ans}}
\nDetermine if the number below is prime or composite. If it is prime, you must show all work from our prime testing method. If it is composite, you must defend your answer with the appropriate work and/or explanation.
\n{{answer}}
\nFind
Divisors of
Divisors of
The largest divisor appearing in both lists simultaneously is {{listing_gcd}}, so
Find
Prime factorization of
Prime factorization of
Multiplying together all common factors gives us
Find
(Some) multiples of
(Some) multiples of
The smallest nonzero multiple appearing in both lists simultaneously is {{listing_lcm}}, so
Find
Prime factorization of
Prime factorization of
Multiplying together all prime factors of
Write
The above simplifies to
Convert
Determine if
The fraction
The fraction
{{equiv_ans_supp_1}}
\nAlternatively, we see that the product of one pair of diagonal entries is
This is a test.
\nConsider the number {{pv_dec_string}}. Identify and name each of the place values used in this number. Write these names using both a numerical label (e.g. ``10s'') and an English-word label (e.g. ``tens'').
\n{{pv_ans_text}}
\nUsing {{units_block_choice}} to represent the units, draw a base-ten block representation of the number {{blocks_dec}}.
\n{{blocks_ans_text}}
\nConvert {{to_a_modern}} to {{to_a_system}}.
\n{{to_a_ancient}}
\nConvert the following {{to_m_system}} numeral to modern Hindu-Arabic base ten.
\n{{to_m_ancient}}
\n{{to_m_modern}}
\nCompute each of the following using the stated algorithm. You must show all calculations in the desired base, and not by converting between bases.
\nFor each of the following equations, state the property that is being exemplified.
\n{{p1_ans}}
\n{{p2_ans}}
\n{{p3_ans}}
\n{{p4_ans}}
\n{{p5_ans}}
\n{{p6_ans}}
\n{{p7_ans}}
\n{{p8_ans}}
\n{{p9_ans}}
\n{{p10_ans}}
\nCompute each of the following using the stated algorithm. You must show all calculations in the desired base, and not by converting between bases.
\n{{directions}}
\n{{answer}}
\nDetermine if each of the statements below is true or false.
\n{{p1_ans}}
\n{{p2_ans}}
\n{{p3_ans}}
\n{{p4_ans}}
\n{{p5_ans}}
\n{{p6_ans}}
\n{{p7_ans}}
\n{{p8_ans}}
\n{{p9_ans}}
\n{{p10_ans}}
\nDetermine if the number below is prime or composite. If it is prime, you must show all work from our prime testing method. If it is composite, you must defend your answer with the appropriate work and/or explanation.
\n{{answer}}
\nFind
Divisors of
Divisors of
The largest divisor appearing in both lists simultaneously is {{listing_gcd}}, so
Find
Prime factorization of
Prime factorization of
Multiplying together all common factors gives us
Find
(Some) multiples of
(Some) multiples of
The smallest nonzero multiple appearing in both lists simultaneously is {{listing_lcm}}, so
Find
Prime factorization of
Prime factorization of
Multiplying together all prime factors of
Write
The above simplifies to
Convert
Determine if
The fraction
The fraction
{{equiv_ans_supp_1}}
\nAlternatively, we see that the product of one pair of diagonal entries is
This is a test.
\nFind
Find
Consider the number {{pv_dec_string}}. Identify and name each of the place values used in this number. Write these names using both a numerical label (e.g. ``10s'') and an English-word label (e.g. ``tens'').
\n{{pv_ans_text}}
\nUsing {{units_block_choice}} to represent the units, draw a base-ten block representation of the number {{blocks_dec}}.
\n{{blocks_ans_text}}
\n