evaluate this expression when s=7, a=5, m=3, and t=4

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evaluate this expression when s=7, a=5, m=3, and t=4

Algebra
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|dw:1434039934968:dw|
Basically substitute those numbers for your variables in the equation
Try plugging in the numbers yourself :)

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I got 137
|dw:1434040152742:dw|
|dw:1434040218159:dw|
Try again :)
s=7, a=5, m=3, and t=4 \[2a ^{2} + st -3m = 2(5)^{2} + (7)(4) -3(3) = 69\]
I got 119
119
Simply plug it into your calculator and you should get the right answer
@happyrosy It should be 10^2
(2a)^2 (2 times 5)^2 10^2
100
So 100 + 28 - 9 = 119
No it is actually 2(5)^2 = 50
Use the calculator. You'll get that answer
lol yall are confusing me
The 2a is in parenthesis… they must be multiplied first.
You should put parenthesis around whatever you do in the calculator
You have to solve 5^2 first in 2(5)^2 = 2(25) = 50
@Wolverine32 We need a neutral person
2a isn't in parenthesis. Just a is. So focus on the 5 first and then go for the exponent, which is 2. 5 squared = 25. Multiply that by 2 you get 50
http://prntscr.com/7fsczz 2a is in parenthesis.
so is it like this 2(5)^2+7(4)-3(3)
You gave the problem like (2*5)^2 + 28 - 9
simply put the number to the alphbet (2a)^2+st-3m s=7 a= 5 m=3 t= 4 y=2^x-1 it should look like this know put it in ur ti 84 calutor (2*5)^2+7*4-3*3.
^ Precisely.
the answer is going to be119
Yes :)
Oh okay. So it is actually \[(2a)^2\] not \[2a^2\]
great job
Sorry for the confusion. Lol! XD

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