To simplify the expression (21x + 35y + 14), we can factor out the greatest common factor (GCF) of the coefficients. The GCF of 21, 35, and 14 is 7. Thus, the expression can be factored as (7(3x + 5y + 2)).
To factor the expression (21x + 35), first identify the greatest common factor (GCF) of the coefficients, which is 7. You can then factor out 7 from the expression: (21x + 35 = 7(3x + 5)). Thus, the factored form is (7(3x + 5)).
The expression ( (41) - 6 ) simplifies to ( 41 - 6 ), which equals ( 35 ). Equivalent expressions could include ( 41 + (-6) ), ( 35 + 0 ), or ( 50 - 15 ). Any expression that results in the value of ( 35 ) is considered equivalent.
It is: 5 to 2
56
It is: 2/5
To factor the expression (21x + 35), first identify the greatest common factor (GCF) of the coefficients, which is 7. You can then factor out 7 from the expression: (21x + 35 = 7(3x + 5)). Thus, the factored form is (7(3x + 5)).
To factor the expression 21x^35, you need to find the common factors of 21 and x^35. The factors of 21 are 1, 3, 7, and 21. The factors of x^35 are x, x^2, x^3, ..., x^35. Therefore, the factored form of 21x^35 is 21x*x^34 or 21x^(35-1).
The expression ( (41) - 6 ) simplifies to ( 41 - 6 ), which equals ( 35 ). Equivalent expressions could include ( 41 + (-6) ), ( 35 + 0 ), or ( 50 - 15 ). Any expression that results in the value of ( 35 ) is considered equivalent.
put both equations in standard form y - 3x = -5 (equation 1) -7y + 21x = 35 (equation 2) multiply equation 1 by 7 (this is done so either one of your variables will cancel... if both variables cancel then these lines are parallel) 7y - 21x = -35 -7y + 21x = 35 0 = 0 therefore your lines are parallel
To find an expression equivalent to -28xy 35y, we can first simplify by multiplying the coefficients -28 and 35 to get -980. Then, we multiply the variables x and y to get xy^2. Therefore, the expression equivalent to -28xy 35y is -980xy^2.
56
It is: 5 to 2
5 x 7
The fraction 1 14/21 would be equivalent to 35/21.
1, 2, 5, 7, 10, 14, 35, 70, -1, -2, -5, -7, -10, -14, -35, -70
It is: 2/5
To multiply the expression (3x - 5)(4x + 7), use the distributive property (also known as the FOIL method for binomials). Multiply each term in the first binomial by each term in the second binomial: (3x \cdot 4x = 12x^2) (3x \cdot 7 = 21x) (-5 \cdot 4x = -20x) (-5 \cdot 7 = -35) Now, combine the like terms: (12x^2 + (21x - 20x) - 35 = 12x^2 + x - 35).