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Mrs. Bicchieri |
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![]() Math Study GuideName:__________________________________ Date of Exam: _____ Quarter 1 Cumulative Exam Study Guide Exam covers the following Massachusetts Department of Education Frameworks:
6.N.3 Demonstrate an understanding of positive integer exponents, in particular, when used in powers of ten e.g., 102, 105. :
Examples: 102=100 106=1,000,000 10,000=104 1,000,000,000=109 Practice: 105=____________ 103 =____________ 104 =____________ Practice: 100,000,000=10____ 10,000,000=10____ 10 =10___ 6.N.7 Compare and order integers …and…decimals… Be able to tell if the number is equal to, greater than, or less than the other number.
Examples: 9.59 > .959 0.5 = 0.50 .9999 < 1.35 Practice: 798.9 ___ 2,560 0.08 ___ 0.0800 1.408 ___ .1408 6.N.4 Demonstrate an understanding of place value to billions and thousandths. : Examples: Underline the number in the hundreds place. 345,978.47 Underline the number in the hundredths place. 345,978.47 Practice: Underline the number in the ten-thousands place. 345,978.47 Underline the number in the tenths place. 345,978.47 6. N.16 Estimate results of computations with whole numbers…
Examples: Round the number to the hundreds place. 345,368.47 = 345,400.00 Estimate (by rounding the numbers to the hundreds place) the answer. 644 + 272 600 + 300 = 900 Practice: Round the number to the hundreds place. 123,456.32 = ___________ Estimate (by rounding the numbers to the hundreds place) the answer. 573 - 139 _____- ______ = __________ 1.39 + 57.3 _____+ ______ = __________ 6. N.13 Accurately and efficiently add, subtract …whole numbers and positive decimals. Be able to add and subtract numbers to the millions place and the hundredths place.
Examples: 53.52 + 5.48 18.5 – 6.75 53.52 18.50 + 5.48 - 6.75 59.0 11.75 Practice: 7.4 + 12.85 20.00 – 5.75 + ___ - ______ Estimate then Solve: Examples: 3, 976 => 4,000 397.6 + 2.58 = – 2, 158 => 2,000 => 400 + 3 = 403 1, 818 => 2,000 397.6 + 2.58 = 400.18 Practice: 8, 775 => _,000 72.6 + 5.25 = – 1, 126 => _,000 => ___ + ___ = _____ => ,000 Line up the decimals and add. 6.N.6 NUMBER LINES Put the following numbers on each number line. 1.00 0.71 0.59 0.23 0.86 6.N.5 Represent and compare very large (billions) and very small(thousandths) positive numbers in various forms such as expanded notation …
Examples: Put 345,978.47 into expanded form. 300,000 40,000 5,000 900 70 8 0.40 + 0.07 300,000 + 40,000 + 5,000 + 900 + 70 + 8 + 0.40 + 0.07 Practice: Put 125,346.78 into expanded form. ________ + _______ + ________ + _________ +_______ + _____ + _______ + _______
Examples: Put 300,000 + 40,000 + 5,000 + 900 + 70 + 8 + 0.40 + 0.07 into standard form. 300,000 40,000 5,000 900 70 8 0.40 + 0.07 345,978.47 OR Use the “short cut”
Practice: Put 500,000 + 40,000 + 3,000 + 200 + 10 + 9 + 0.80 + 0.07 into standard form. Short Cut: ______________________________________________________ OR use next page Practice: Put 500,000 + 40,000 + 3,000 + 200 + 10 + 9 + 0.80 + 0.07 into standard form. ____________________
Color in one section. Write the fraction:__________ Write the percent: __________ Write the decimal: __________ ****************************************************************** Color in two sections. Write the fraction:__________ Write the percent: __________ Write the decimal: __________ ****************************************************************** Color in three sections. Write the fraction:__________ Write the percent: __________ Write the decimal: __________ ****************************************************************** Color in all the sections. Write the fraction:__________ Write the percent: __________ Write the decimal: __________ Name:__________________________________ Date of Exam:__________________ Math 5B/6B Quarter 1 Cumulative Exam Quarter 1 Cumulative Exam Practice Exam 6.N.1 Demonstrate an understanding of positive integer exponents, in particular, when used in powers of ten e.g., 102, 105. : ***Hint: Zeroes Solve: 102=__________ 106=_____________ 104=_____________ 1,000=10___ 1,000,000,000=10___ 100,000=10___ 6.N.2 Demonstrate an understanding of place value to billions and thousandths. : Underline the number in the ten-thousands place. 456,172.38 Underline the number in the tens place. 456,172.38 Underline the number in the tenths place. 456,172.38 Underline the number in the hundredths place. 456,172.38 6. N.16 Estimate results of computations with whole numbers… Round the number to the hundred-thousand place. 456,172.38 ________________ Round the number to the tens place. 456,172.38 ________________ Round the number to the tenths place. 456,172.38 ________________ Round the number to the ones place. 456,172.38 ________________ 6.N.7 Compare and order integers …and…decimals… Tell if the number is equal to, greater than, or less than the other number. 7,759 ___ 7,597 33,783 ____33,873 506,044____560,044 9.59 ___ .959 0.5 ____0.50000 32.75____32.075 Put into expanded form. 582,941.36
Answer: _______________ + ____________ + ____________ + __________ + ______ + ___ + ______ + ________ 6.N.3 Represent and compare very large (billions) and very small (thousandths) positive numbers in various forms such as expanded notation without exponents Put into standard form: Use the “short cut” or do it the long way. ________________________________________________________________________ 100,000 + 80,000 + 2,000 + 400 + 0 + 6 + 0.30 + 0.07
Answer: ________________________________________________________________________ 6. N.16 Estimate results of computations with whole numbers… Estimate the answer (by rounding the numbers). Do NOT solve (just estimate) 644 + 272 = ______ 644-272 = ______ 109 + 807 = ______ 5.1 x 5.99 = ______ 1.92 x 2.77 = ______ 99.75 divided by 2.2 = ______ 6. N.13 Accurately and efficiently add and subtract …whole numbers and positive decimals. First, estimate the answer (by rounding the numbers) THEN SOLVE. 644 + 272 = ______ 644-272 = ______ 3.33 + 2.66 = ______ 3.33 + 0.6 = ______ 64.4 + 27.2 = ______ 64.4-27.2 = ______ 6.N.6 NUMBER LINES Put the following numbers on each number line. 1.00 0.10 0.48 0.22 0.33 6.N.5 Identify and determine common equivalent fractions, … decimals, and percents.
Color in two sections. Write the fraction:__________ Write the percent: __________ Write the decimal: __________ ****************************************************************** Color in one section. Write the fraction:__________ Write the percent: __________ Write the decimal: __________ ****************************************************************** Color in three sections. Write the fraction:__________ Write the percent: __________ Write the decimal: __________ ****************************************************************** Color in all the sections. Write the fraction:__________ Write the percent: __________ Write the decimal: __________ |