point q is the image of point p under a dilation with center o and scale factor 5. if p = 20 what is op
sorry.
20/5 = 4
also, if p=20, OP=20
If q=20 then OP = 20/5 = 4
To find the length of OP, we need to multiply the scale factor by the length of the line segment from O to P.
Since the scale factor is 5 and the length of P is 20, we can calculate the length of OP as follows:
OP = scale factor * length of P
OP = 5 * 20
OP = 100
Therefore, the length of OP is 100.
To find the length of OP, we need to understand what a dilation with a scale factor of 5 means.
A dilation is a type of transformation that changes the size of a figure while keeping the shape the same. In this case, the dilation has a scale factor of 5, which means that every length in the image will be 5 times the length of the original figure.
Given that P = 20, we can find OP by simply multiplying P by the scale factor of 5:
OP = P * Scale Factor
OP = 20 * 5
OP = 100
Therefore, the length of OP is 100 units.