[ad_1]
Resolution for What’s 17 p.c of 13.8:
17 p.c *13.8 =
(17:100)*13.8 =
(17*13.8):100 =
234.6:100 = 2.346
Now we have now: 17 p.c of 13.8 = 2.346
Query: What’s 17 p.c of 13.8?
Proportion resolution with steps:
Step 1: Our output worth is 13.8.
Step 2: We characterize the unknown worth with {x}.
Step 3: From step 1 above,{13.8}={100%}.
Step 4: Equally, {x}={17%}.
Step 5: This leads to a pair of easy equations:
{13.8}={100%}(1).
{x}={17%}(2).
Step 6: By dividing equation 1 by equation 2 and noting that each the RHS (proper hand facet) of each
equations have the identical unit (%); we have now
frac{13.8}{x}=frac{100%}{17%}
Step 7: Once more, the reciprocal of each side offers
frac{x}{13.8}=frac{17}{100}
Rightarrow{x} = {2.346}
Due to this fact, {17%} of {13.8} is {2.346}
Resolution for What’s 13.8 p.c of 17:
13.8 p.c *17 =
(13.8:100)*17 =
(13.8*17):100 =
234.6:100 = 2.346
Now we have now: 13.8 p.c of 17 = 2.346
Query: What’s 13.8 p.c of 17?
Proportion resolution with steps:
Step 1: Our output worth is 17.
Step 2: We characterize the unknown worth with {x}.
Step 3: From step 1 above,{17}={100%}.
Step 4: Equally, {x}={13.8%}.
Step 5: This leads to a pair of easy equations:
{17}={100%}(1).
{x}={13.8%}(2).
Step 6: By dividing equation 1 by equation 2 and noting that each the RHS (proper hand facet) of each
equations have the identical unit (%); we have now
frac{17}{x}=frac{100%}{13.8%}
Step 7: Once more, the reciprocal of each side offers
frac{x}{17}=frac{13.8}{100}
Rightarrow{x} = {2.346}
Due to this fact, {13.8%} of {17} is {2.346}
[ad_2]
