If x=5+24,find the value of x square 2 +1/xsq2
Answers
Answer:
Here you go!!
Step-by-step explanation:
Let's solve for a.
ifx=5+24findth(2.718282)valu(2.718282)xsquar(2.718282)(2)+(
1
x
s)(q2)
Step 1: Multiply both sides by x.
fix2=964.105772a2dfhilnqrstu2vx2+q2s+5x
Step 2: Flip the equation.
964.105772a2dfhilnqrstu2vx2+q2s+5x=fix2
Step 3: Add -q^2s to both sides.
964.105772a2dfhilnqrstu2vx2+q2s+5x+−q2s=fix2+−q2s
964.105772a2dfhilnqrstu2vx2+5x=fix2−q2s
Step 4: Add -5x to both sides.
964.105772a2dfhilnqrstu2vx2+5x+−5x=fix2−q2s+−5x
964.105772a2dfhilnqrstu2vx2=fix2−q2s−5x
Step 5: Divide both sides by 964.105772dfhilnqrstu^2vx^2.
964.105772a2dfhilnqrstu2vx2
964.105772dfhilnqrstu2vx2
=
fix2−q2s−5x
964.105772dfhilnqrstu2vx2
a2=
fix2−q2s−5x
964.105772dfhilnqrstu2vx2
Step 6: Take square root.
a=√
fix2−q2s−5x
964.105772dfhilnqrstu2vx2
or a=−√
fix2−q2s−5x
964.105772dfhilnqrstu2vx2
Answer:
a=√
fix2−q2s−5x
964.105772dfhilnqrstu2vx2