The cost of a pencil is described by the equation y=$0.19x. What is the cost for one pencil?
The cost for one pencil can be calculated by setting the value of x as 1 in the equation y = $0.19x:
y = $0.19(1)
y = $0.19
Hence, the cost for one pencil is $0.19.
Well, if we substitute x=1 into the equation y=$0.19x, we get y=$0.19(1) which simplifies to y=$0.19. So, the cost for one pencil is $0.19. But let me ask you this - do you think pencils have trust issues? Because they seem to always lose their "lead"!
The cost for one pencil can be found by substituting x = 1 into the equation y = $0.19x.
Let's plug in the value of x:
y = $0.19 * 1
Now, we can calculate the cost for one pencil:
y = $0.19
Therefore, the cost for one pencil is $0.19.
To find the cost for one pencil, we can substitute the value of x as 1 into the equation y = $0.19x.
So the cost for one pencil is given by:
y = $0.19 * 1 = $0.19
Therefore, the cost for one pencil is $0.19.