Solve for d.
d2 = 121
Write your answers as integers or as proper or improper fractions in simplest form.
d =
or d =
Do you mean d²=121
If yes
(d²-11²)=(d+11)(d-11)
Wait for obleck to confirm this am.not sure what you mean
v2 + 9 = 90
V²=90-9
V²=81
(V-9)(v+9)=0
V=9 or -9
I don't know why you posted this they are all the same ideal
h2 + 59 = 84
so it would be 59
Carme
Can you follow my step up there and post your answer here for confirmation
It would help me and you if I see your little effort
n2 + 5 = 6
To solve for d in the equation d^2 = 121, we need to find the square root of both sides of the equation. By taking the square root, we can find the value of d.
√(d^2) = √(121)
The square root of d^2 is simply d, and the square root of 121 is 11 (since 11^2 = 121). So we have:
d = 11
Therefore, d = 11 is the solution to the equation d^2 = 121.