That statement has two unknown quantities in it ... 'blank' and 'what'.
In order to find the values of two unknown quantities, you need two equations.
It can't be done with only one.
6+4=10
One possible answer: Blank 1 = 3150 Blank 2 = 10 Blank 3 = (2/315) = approx 0.006349
To solve the equation "10 times blank equals 5," you can represent "blank" as a variable, let's say ( x ). The equation becomes ( 10x = 5 ). To find ( x ), divide both sides by 10, resulting in ( x = \frac{5}{10} ), which simplifies to ( x = 0.5 ). Thus, "blank" equals 0.5.
10 + blank = 20 + 110 20 + 110 = 130 so 130 - 10 = 120 blank = 120 ----------------------check 10 + 120 = 20 + 110 130 = 130 checks
10x = 4 x = 4/10= 2/5 = .4
6+4=10
One possible answer: Blank 1 = 3150 Blank 2 = 10 Blank 3 = (2/315) = approx 0.006349
To solve the equation "10 times blank equals 5," you can represent "blank" as a variable, let's say ( x ). The equation becomes ( 10x = 5 ). To find ( x ), divide both sides by 10, resulting in ( x = \frac{5}{10} ), which simplifies to ( x = 0.5 ). Thus, "blank" equals 0.5.
10x200=2000
34
10 + blank = 20 + 110 20 + 110 = 130 so 130 - 10 = 120 blank = 120 ----------------------check 10 + 120 = 20 + 110 130 = 130 checks
10 gallons = 40 quarts
12 equals 3x(4) equals 6x(2) equals (12)x1
10x = 4 x = 4/10= 2/5 = .4
49
3 times blank equals 18,000 = 54000
Blank = 3