a picture is 3.5 in. by 5 in. it is enlarged by 235% what are the new dimensions?
the new dimensions are (1+2.35) = 3.35 times the old dimensions.
so plug and chug
L = 2.35*3.5.
W = 2.35*5.
To find the new dimensions of the enlarged picture, follow these steps:
Step 1: Calculate the increase in length:
Length increase = 235% of 3.5 in.
235% = (235/100) = 2.35
Length increase = 2.35 * 3.5 in.
Step 2: Calculate the increase in width:
Width increase = 235% of 5 in.
235% = (235/100) = 2.35
Width increase = 2.35 * 5 in.
Step 3: Calculate the new length:
New length = original length + length increase
New length = 3.5 in. + (2.35 * 3.5 in.)
Step 4: Calculate the new width:
New width = original width + width increase
New width = 5 in. + (2.35 * 5 in.)
Step 5: Calculate the final values:
New length = calculated value from Step 3
New width = calculated value from Step 4
Therefore, the new dimensions of the enlarged picture are:
- New length: calculated value from Step 3
- New width: calculated value from Step 4
To find the new dimensions of the picture after being enlarged by 235%, you need to calculate the increase in size and add it to the original dimensions. Here's how you can do it:
1. Calculate the increase in width:
Increase in width = Original width x (Percentage increase / 100)
Increase in width = 3.5 in x (235 / 100)
Increase in width = 3.5 in x 2.35
Increase in width = 8.225 in
2. Calculate the increase in height:
Increase in height = Original height x (Percentage increase / 100)
Increase in height = 5 in x (235 / 100)
Increase in height = 5 in x 2.35
Increase in height = 11.75 in
3. Calculate the new width:
New width = Original width + Increase in width
New width = 3.5 in + 8.225 in
New width = 11.725 in
4. Calculate the new height:
New height = Original height + Increase in height
New height = 5 in + 11.75 in
New height = 16.75 in
Therefore, after being enlarged by 235%, the new dimensions of the picture are approximately 11.725 inches by 16.75 inches.