Multiplying powers of 10
Write 103 * 109 as a single power of 10.
What is 1012
Write (107)2 as a single power of 10.
What is 1014?
Write 104/102 as a single power of 10.
What is 102?
Write (10*10*10)-2 as a single exponent.
What is 10-6?
Write 53/56 as a single exponent.
What is 5-3?
Write 10 * 104 as a single power of 10.
What is 105?
Write (109)3 as a single power of 10.
What is 1027?
Write 103/103 as a single power of 10.
What is 100?
Write 10-6 as a fraction.
What is 1/1,000,000?
Write (143)6 as a single exponent.
What is 1418?
Write the expanded version of 103 * 105.
What is (10*10*10)(10*10*10*10*10)?
Write the expanded version of (103)4.
What is (10*10*10)(10*10*10)(10*10*10)(10*10*10)?
Write (103*104)/105 as a single power of 10.
What is 102?
Write 1/1,000,000,000 using a single exponent.
What is 10-9?
Write 83 * 86 as a single exponent.
Write 1014 * 1047 as a single power of 10.
What is 1061?
Write the expanded version of (105)3.
What is (10*10*10*10*10)(10*10*10*10*10)(10*10*10*10*10)?
Write (104*105*106)/(103*107) as a single power of 10.
What is 105?
Write 10-9/105 as a single power of 10.
What is 10-14?
Write 82 * 92 as a single power.
What is 724?
Write 1024 * 1010 * 1012 as a single power of 10.
What is 1046?
John says, that 103 * 103 * 103 = (103)3=10(3+3) =106. Do you agree with John? Explain your reasoning.
What is no, John should have multiplied the exponents instead of adding them?
Write (105)2/(102)3 as a single power of 10.
What is 104?
Write 10-5 as a decimal.
What is 0.00001?
32*53=155. True or false? Explain your reasoning.
What is false because 3*3*5*5*5<15*15*15*15*15?
35*55=155