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Differentiate 3x plus 25?
d/dx (3x+25)=3
What does x equal in 10-3x plus 8x equals 25?
10 -3x+8x = 25 -3x+8x = 25-10 5x = 15 x = 3
What the answer for 3x plus 7 equals 25 and what step method?
3X + 7 = 25 subtract 7 from each side 3X + 7 - 7 = 25 - 7 3X = 18 divide each sides integers by 3 (3/3)X = 18/3 X = 6 --------------check in original equation 3(6) + 7 = 25 18 + 7 = 25 25 = 25 -------------checks
What is 8x-4equlals 3x plus 21?
If: 8x-4 = 3x+21 Then: 8x-3x = 21+4 => 5x = 25 => x = 25/5 Therefore: x = 5
What is 3x plus 5 times 3x plus 5?
9x2 + 30x + 25
What is the value of x if 3x-17 and 3x-25?
1) 3x-17=0 3x=17 x=17/3 2) 3x-25=0 3x=25 x=25/3
Differentiate 3x plus 25?
d/dx (3x+25)=3
What is 8x-23 equals 3x plus 2?
8x - 23= 3x + 2 +23 +23 8x=3x + 25 -3x -3x 5x=25 x=5 the answer is X=5
What does x equal in 10-3x plus 8x equals 25?
10 -3x+8x = 25 -3x+8x = 25-10 5x = 15 x = 3
find the measures of an angles of an triangle that are x,3x, and 3x+5?
If the angles are x, 3x and 3x+5, the following equation gives x x+3x+(3x+5)=180 -> x =25, and in degrees the angles are 25, 75 and 80.
What is the slope of 3x-5y equals 25?
If: 3x-5y = 25 Then: -5y = -3x+25 And: y = 3/5x-5 So: slope is 3/5 or 0.6 and the y intercept is -5
What is (3x plus 25)?
You can't simplify this expression. You can calculate a value (a number) only if you happen to know how much "x" is.
What the answer for 3x plus 7 equals 25 and what step method?
3X + 7 = 25 subtract 7 from each side 3X + 7 - 7 = 25 - 7 3X = 18 divide each sides integers by 3 (3/3)X = 18/3 X = 6 --------------check in original equation 3(6) + 7 = 25 18 + 7 = 25 25 = 25 -------------checks
What is 8x-4equlals 3x plus 21?
If: 8x-4 = 3x+21 Then: 8x-3x = 21+4 => 5x = 25 => x = 25/5 Therefore: x = 5
What is 3x-42 equals 33?
3x=(33+42) 3x=75 x=75/3 x=25
What is 3x plus 5 times 3x plus 5?
9x2 + 30x + 25
What is 25 divided by 5x divided by 15 divided by 3x simplified and what are the steps to solve it?
Since there are no brackets or parentheses, the divisions must be evaluated from left to write so that the expression is ((25/5x)/15)/3x = ((5/x)/15)/3x = (5/15x)/3x = (1/3x)/3x = 1/(9x2)
