Question

Which symbol creates a true sentence when x equals 7?

52 + (x – 3)2 __ 35

A.
=

B.
>

C.
<

Answer 1

HI!!

Answer 2

is it \[52+(x-3)^2~~~35\]?

Answer 3

yeah i think so

Answer 4

lol if you do not know, who does?

Answer 5

@misty1212 can you help me plz

Answer 6

sure but i have to know what the question is first
you did not write exponents, i kinda had to guess

Answer 7

so maybe it is \[52+(x-3)^2~~~35\] or maybe \[5^2+(x-3)^2~~~35\]

Answer 8

52 + (x – 3)2 __ 35

Answer 9

it's the 2 one

Answer 10

oooh ok

Answer 11

replace \(x\) by \(7\) to get \[5^2+(7-3)^2\] and now lets compute that

Answer 12

what is \(5^2\)?

Answer 13

if you don't know i will tell you

Answer 14

what the question

Answer 15

yeah i dont know

Answer 16

\[5^2=5\times 5=25\]

Answer 17

and \(7-3=4\) so \((7-3)^2=4^2=16\)

Answer 18

when you add you get \[5^2+4^2=25+16=41\] so it is bigger than 35

Answer 19

go with B \(>\)

Answer 20

`yes

Answer 21

thx

Answer 22

\[\color\magenta\heartsuit\]