Spanish Open dictionary by Ricardo de Cuba Menendez

Ricardo de Cuba Menendez
511

Value Position Position 18 18 Accepted meanings 511 18 Obtained votes 165 56 Votes by meaning 0.32 5275 Inquiries 12077 20 Queries by meaning 24 5275 Feed + Pdf

"Statistics updated on 5/21/2024 10:04:17 AM"

propiedad distributiva 3: The distributive property 3 geometric multiplication of a geometric factor with geometric subtraction 1 of parallelograms divided into congruent parallelograms of order (a, b), (c, d) and (c, e) d > 6 respectively is given by (a, b) x [(c, d)-()] (c, e)] = [(a, b) x (c, d)]-[(a, b) x (c, e)]
propiedad distributiva 4: The distributive property 4 geometric multiplication of a geometric factor with geometric subtraction 2 of parallelograms divided into congruent parallelograms of order (a, b), (, c) and (e, c) d > e respectively is given by (a, b) x [(d, c) - ()] e, c)] = [(a, b) x (c, d)]-[(a, b) x (e, c)]
propiedad asociativa geométrica: The associative property of multiplication of parallelograms divided into congruent parallelograms of order (a, b), (c, d) and (e, f) is given by (a, b) x [(c, d) x (e, f)] = [(a, b) x (c, d)] x (e, f)
propiedad modulativa geométrica: The modulativa property of multiplication of a parallelogram, divided into congruent parallelograms of order (a, b) with the parallelogram unit order (1, 1) is given by (a, b) x (1, 1) = (a, b)
propiedad distributiva 1: The distributive property 1 geometric multiplication of a geometric factor with the geometric sum 1 of parallelograms divided into congruent parallelograms of order (a, b), (c, d) and (c, e) respectively is given by (a, b) x [(c, d) (c, e)] )] = [(a, b) x (c, d)] [(a, b) x (c, e)]
propiedad distributiva 2: The distributive property 2 geometric multiplication of a geometric factor with the geometric sum 2 of parallelograms divided into congruent parallelograms of order (a, b), (, c) and (e, c) respectively is given by (a, b) x [(d, c) (e, c] )] = [(a, b) x (d, c)] [(a, b) x (e, c)]
propiedad modulativa de la suma geométrica: The modulativa property of the geometric sum of a parallelogram, divided into order (a, b) with parallelogram congruent parallelograms emptied of order (0, 0), is given by (a, b) (0, 0) = (a, b)
propiedad conmutativa geométrica: The commutative property of multiplication of parallelograms divided into congruent parallelograms of order (a, b) and (c, e) is given by (a, b) x (c, e) = (c, e) x (a, b)
propiedad conmutativa 1: The commutative property by right of the geometric sum 1 of parallelograms divided into congruent parallelograms of order (a, b) and (a, c) is given by (a, b) (a, c) = (a, c), (a, b)
propiedad conmutativa 2: The commutative property above the geometric sum 2 of parallelograms in order congruent parallelograms (b, a) and (c, to) is given by (b, to) (c, to) = (c, to) (b, to)
propiedad asociativa 1: The associative property by right of the geometric sum one of parallelograms divided into congruent parallelograms of order (a, b), (a, c) and (a, d), is given by. (a, b) [(a, c) (a, d)] = [(a, b) (a, c)] (a, d)
propiedad asociativa 2: The associative property above the geometric sum 2 of parallelograms in order congruent parallelograms (b, a), (c, to) and (,), this given by. (b, a) [(c, a) (, a)] = [(b, a) (c, a)] (d, to)
suma geométrica 1: The sum on the right of parallelograms divided into congruent parallelograms of order (a, b), (a, c) and (a, d). . . Is given by (a, b) (a, c) (a, d) = (a, b c d). . .
suma geométrica 2: The sum above parallelograms divided into order congruent parallelograms (b, a), (c, to) and (,). . . Is given by (b, a) (c, a) (d, to) = (b c d). . .
resta geométrica 1: Subtraction by the right of parallelograms divided into congruent parallelograms of order (a, b) and (a, c) b > c, is given by (a, b) - (a, c) = (a, b - c)
resta geométrica 2: Subtraction above parallelograms divided into order congruent parallelograms (b, a) and (c, to) b > c, is given by (b, a)-(c, to) = (b-c, to)
multiplicaciones geométrica: Multiplication of parallelograms divided into congruent parallelograms of order (a, b) and (c, d) is given by (a, b) x (c, d) = (a x c, b x d)
división geométrica: The division of parallelograms divided into congruent parallelograms of order (a, b) and (c, d), a and b are divisible by c and d respectively, then the division is given by (a, b) ÷ (c, d) = (a÷c, b÷d)
la felicidad: Happiness, is to do what you want without trampling others and against those who want what one does.
casillas lúdicas básicas: They are square spaces that divides a: polygons playful basic simple two-dimensional recreational or playful basic polygon four-dimensional recreational compound.