wolfgang wants to enlarge a picture he developed.wich factor listed below would scale up(enlarge) his picture the most if he used it to multiply its current dimension.
a) 7/8
b)14/14
c)1 and 4/9
d)3/2
3/2 is bigger than 1 4/9 = 13/9
To determine which factor would scale up Wolfgang's picture the most, we need to compare the values and choose the largest one.
The factors listed below are:
a) 7/8
b) 14/14
c) 1 and 4/9
d) 3/2
To find the largest factor, we can convert each factor to a decimal form:
a) 7/8 ≈ 0.875
b) 14/14 = 1
c) 1 and 4/9 ≈ 1.444
d) 3/2 = 1.5
Comparing the values, we find that the largest factor is 1.5 (option d), which means multiplying the picture's current dimensions by 1.5 will scale it up the most.
To determine which factor would scale up Wolfgang's picture the most, we need to compare the values and choose the factor that results in the largest product after multiplying the current dimensions.
Let's assume the current dimensions of the picture are represented by width and height.
a) 7/8: The product of multiplying the current dimensions by 7/8 would be less than the original area, so it would not enlarge the picture.
b) 14/14: This factor is equivalent to multiplying the current dimensions by 1, which means it would not change the size of the picture. Therefore, it would not enlarge the picture.
c) 1 and 4/9: This factor is less than 2. Multiplying the current dimensions by this factor would be smaller than multiplying by 3/2, so it would not enlarge the picture as much as option d.
d) 3/2: This factor is larger than the rest of the options. Multiplying the current dimensions by 3/2 would result in a larger product, making it the most suitable option for enlarging the picture.
Therefore, option d)3/2 would scale up Wolfgang's picture the most if he used it to multiply its current dimensions.