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... For m ÷ n = p, n is called the divisor and the result, p, is called the quotient of m and n. The reciprocal, or multiplicative inverse, of a fraction a/b where a,b ≠ 0 is b/a. Dividing Fractions is equivalent to multiplying by the reciprocal of the divisor: For b,c,d ≠ 0, a/b ÷ c/d = a/b d/c ...
... For m ÷ n = p, n is called the divisor and the result, p, is called the quotient of m and n. The reciprocal, or multiplicative inverse, of a fraction a/b where a,b ≠ 0 is b/a. Dividing Fractions is equivalent to multiplying by the reciprocal of the divisor: For b,c,d ≠ 0, a/b ÷ c/d = a/b d/c ...
1:00 Activity: Grade Level Exploration of the Standards
... 3/5 is the shaded part of the whole rectangle (though other answers are possible) 2/3 is the unshaded part of the whole rectangle 5/3 is the whole rectangle, if the shaded part is the unit 3/5 is the shaded part of the whole rectangle, and 2/3 of that is equivalent to the unshaded part; that is, the ...
... 3/5 is the shaded part of the whole rectangle (though other answers are possible) 2/3 is the unshaded part of the whole rectangle 5/3 is the whole rectangle, if the shaded part is the unit 3/5 is the shaded part of the whole rectangle, and 2/3 of that is equivalent to the unshaded part; that is, the ...
TWO VERY SPECIAL PYTHAGOREAN TRIANGLES
... Triangular numbers. There are also Pythagorean Triangles with their areas as Pentagonal numbers. This paper investigates the existence of Special Pythagorean Triangles with their areas as both Triangular and Pentagonal Numbers. Key words: Pythagorean Triangles, Triangular Numbers, Pentagonal Numbers ...
... Triangular numbers. There are also Pythagorean Triangles with their areas as Pentagonal numbers. This paper investigates the existence of Special Pythagorean Triangles with their areas as both Triangular and Pentagonal Numbers. Key words: Pythagorean Triangles, Triangular Numbers, Pentagonal Numbers ...
