Target Sheet Ch. 2
... zero or even number makes product positive odd number makes product negative Division of two real numbers… count the negative signs: zero makes quotient positive one makes quotient negative Absolute value of any real number except zero: The distance from zero on a number line… absolute value is alwa ...
... zero or even number makes product positive odd number makes product negative Division of two real numbers… count the negative signs: zero makes quotient positive one makes quotient negative Absolute value of any real number except zero: The distance from zero on a number line… absolute value is alwa ...
I can Maths – Year 6 + - x ÷ Add and subtract using negative
... involving two unknowns e.g. what is 2a+3b if a=2 and b=3. Work out all possibilities of combinations of two variables. Recognise that shapes with the same areas can have different perimeters and vice versa. Calculate the area of parallelograms and triangles and be able to use the correct formulae. C ...
... involving two unknowns e.g. what is 2a+3b if a=2 and b=3. Work out all possibilities of combinations of two variables. Recognise that shapes with the same areas can have different perimeters and vice versa. Calculate the area of parallelograms and triangles and be able to use the correct formulae. C ...
Complex numbers 2
... multiplying (3 + j4)(2 – j5). The next step is to simplify the first factor on the right hand side, and it becomes (26 –j7). This means that we have the following expression: (3 + j4)(2 – j5)(1 – j2) = (26 –j7)(1 – j2) We now carry out the operations given in the 4 bullet points above on this new ex ...
... multiplying (3 + j4)(2 – j5). The next step is to simplify the first factor on the right hand side, and it becomes (26 –j7). This means that we have the following expression: (3 + j4)(2 – j5)(1 – j2) = (26 –j7)(1 – j2) We now carry out the operations given in the 4 bullet points above on this new ex ...
Multiplying Fractions
... An integer can be considered to be a fraction with a denominator of 1. Therefore when a fraction is multiplied by an integer the numerator of the fraction is multiplied by the integer. The denominator is multiplied by 1 which does not change the denominator. (simplify if necessary) Multiplying Mixed ...
... An integer can be considered to be a fraction with a denominator of 1. Therefore when a fraction is multiplied by an integer the numerator of the fraction is multiplied by the integer. The denominator is multiplied by 1 which does not change the denominator. (simplify if necessary) Multiplying Mixed ...
Powers and roots (final draft 14.7.16)
... Multiplying a number 3 times e.g. 4 cubed is 4 x 4 x 4 = 64. The cubed sign is ...
... Multiplying a number 3 times e.g. 4 cubed is 4 x 4 x 4 = 64. The cubed sign is ...
Rational numbers - David Michael Burrow
... Irrational Numbers NOT rational Numbers that CAN’T be written as a fraction of integers “Weird” numbers Non-terminating, non-repeating decimals Examples of irrational numbers: Special numbers like Roots that are not whole numbers like 7 Decimals that don’t repeat the exact same thing l ...
... Irrational Numbers NOT rational Numbers that CAN’T be written as a fraction of integers “Weird” numbers Non-terminating, non-repeating decimals Examples of irrational numbers: Special numbers like Roots that are not whole numbers like 7 Decimals that don’t repeat the exact same thing l ...
Multiplication and division of Integers
... as “Keep – Change – Flip” Keep the first fraction as it is, Change the division sign to multiplication, and Flip the second fraction over Division ...
... as “Keep – Change – Flip” Keep the first fraction as it is, Change the division sign to multiplication, and Flip the second fraction over Division ...
Additive Inverses
... Add or Subtract (For HW you must show changing subtraction to adding opposite and finding common denominator for all fractions) ...
... Add or Subtract (For HW you must show changing subtraction to adding opposite and finding common denominator for all fractions) ...
First Nine Weeks - Caldwell County Schools
... 6th Grade Curriculum Map Keep in mind as you teach these topics that this list was generated by teachers and is abbreviated. Teachers should take special care to read the standards in their entirety when planning for instruction! Teachers should also bear in mind that the focus for instruction is th ...
... 6th Grade Curriculum Map Keep in mind as you teach these topics that this list was generated by teachers and is abbreviated. Teachers should take special care to read the standards in their entirety when planning for instruction! Teachers should also bear in mind that the focus for instruction is th ...
Math Journals Prompts
... Explain how to compare fractions that have different numerators and different denominators. ...
... Explain how to compare fractions that have different numerators and different denominators. ...
Section 5-1 – The Set of Rational Numbers
... Examples: Suzy babysits on the weekends for extra money. She spends about 2/5 of her income going to the movies with friends. If her monthly babysitting income is $88, how much money does she spend on movies? (estimate the answer, then find the exact answer) ...
... Examples: Suzy babysits on the weekends for extra money. She spends about 2/5 of her income going to the movies with friends. If her monthly babysitting income is $88, how much money does she spend on movies? (estimate the answer, then find the exact answer) ...
Elementary mathematics
Elementary mathematics consists of mathematics topics frequently taught at the primary or secondary school levels. The most basic topics in elementary mathematics are arithmetic and geometry. Beginning in the last decades of the 20th century, there has been an increased emphasis on problem solving. Elementary mathematics is used in everyday life in such activities as making change, cooking, buying and selling stock, and gambling. It is also an essential first step on the path to understanding science.In secondary school, the main topics in elementary mathematics are algebra and trigonometry. Calculus, even though it is often taught to advanced secondary school students, is usually considered college level mathematics.