1.5 units
To find the value of x, we can rearrange the ratio x/5 = y/16 to solve for x. Given that y is 3 units, we have:
x/5 = 3/16
Cross multiplying, we get:
16x = 15
Therefore, x = 15/16.
Finally, we can substitute the value of x into the equation x^7 * 15/16:
(15/16)^7 * 15/16 = 1.5 units.
Therefore, the value of x^7 * 15/16 is 1.5 units.
Ethan writes the ratio x/5 = y/16 to help him reduce the size of a two-dimensional shape. If the new value of y is 3 units, what will be the value of x ^ 7 * c point)
1/16 units
6 units
1.5 units
0.5 units
1 answer