Translate this sentence into an equation. 19 less than Matt's height is 71 .Use the variable to represent Matt's height
71 = m - 19
thus
m = 71 + 19
or
m = 90
9 + v = 68
Translate this sentence into an equation. 19 less than Matt's height is 71 .Use the variable m to represent Matt's height
Translate this sentence into an equation.
The sum of 9 and Victor's score is 68 .
Use the variable v to represent Victor's score.
(a) Write an equation that could be used to answer the question above. First, choose the appropriate form. Then, fill in the blanks with the numbers 6 , 3 , and 75. Let b represent the number of books.
(b) Solve the equation in part (a) to find the number of books.
For each equation, determine whether it is linear.
Equation Is the equation linear?
Yes No
(a) y=-5x2 the two going in up +2
(b) y =6x+2
(c) y =4
(d) y=-x
For each equation, determine whether it is linear.
Equation Is the equation linear?
Yes No
(a) y=-5x2 the two going in up +2
(b) y =6x+2
(c) y =4
(d) y=-x
Write an inequality for the following statement.
x is greater than or equal to 2
To translate the given sentence into an equation, we need to use a variable to represent Matt's height. Let's say we use the variable 'h' to represent Matt's height.
The sentence "19 less than Matt's height is 71" can be mathematically written as:
h - 19 = 71
Here, 'h' represents Matt's height, and we subtract 19 from it to indicate "19 less than Matt's height." The resulting expression is equal to 71 in the sentence, so we set it equal to 71 in the equation.