ill fan
@Qwertty123
same as the other question! cross multiply
alternatively you can simplify both fractions first so when you cross multiply you don't get such a big number
ok
Same steps! Different numbers!
Cross multiply: s * 26 = 39 * 18
though people use "cross multiply" it's not very efficient the easiest way is to multiply both sides by the 39, like this \[ \frac{39}{39} s = \frac{18\cdot 39}{26} \] on the left side 39/39 is 1 so you get \[ s = \frac{18\cdot 39}{26} \]
ok thank you @phi
Simplifying s * 26 = 39 * 18
ok
the other "trick" is to try to divide the top and bottom by the same number *before* multiplying out the top. to use this trick, you should learn a few of the rules for what numbers divide into another for example: if a number is even, then 2 divides into it if the sum of the digits is divisible by 3 , then the number is divisible by 3 for example, for 18, 1+8=9 and 9 is divisible by 3 so you know 18 is also
Looks like you don't need my help.
ya i do @Qwertty123 even if i don't your still my freind
oh okay! :)
Reorder the terms for easier multiplication: 26s = 39 * 18
Then you: Multiply 39 * 18 26s = 702
I would start by dividing the top 18 by 2 and the bottom number 26 by 2 you get \[ s= \frac{9\cdot 39}{13} \] if you write 39 as 3*13 you have \[ s= \frac{9\cdot 3\cdot 13}{13} \] it should be clear what to divide top and bottom by to simplify more
Then you do these steps! Solving 26s = 702 Solving for variable 's'. Move all terms containing s to the left, all other terms to the right. Divide each side by '26'! :D What do you get when Dividing each side by 26?
26/26=1
@Qwertty123
from 26s=702 divide both sides by 26. So you're right on one side coz you'll get 1s=702/26 which is?
27
YEAH! great job! :)
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