Respuesta :
342 = a²
switch sides:
for x² = f(a) the solutions are x = √ f(a) and - √ f(a)
therefore:
√ 342 = 18
-√ 342 = - 18
a = 18 and a = - 18
hope this helps!
switch sides:
for x² = f(a) the solutions are x = √ f(a) and - √ f(a)
therefore:
√ 342 = 18
-√ 342 = - 18
a = 18 and a = - 18
hope this helps!
You didn't specify the topic so I will solve it in 3 topics
solving for a, you take roots of both sides and solve a=18,-18
using the quadratic formula, solve the equation for aa by finding aa, bb, and ccof the quadratic then applying the quadratic formula.
a=±√321a=±321
a≈17.91647286,−17.91647286
for factoring, Factor and set each factor equal to zero.
a=√321,−√321a=321,-321
a≈17.91647286,−17.91647286
solving for a, you take roots of both sides and solve a=18,-18
using the quadratic formula, solve the equation for aa by finding aa, bb, and ccof the quadratic then applying the quadratic formula.
a=±√321a=±321
a≈17.91647286,−17.91647286
for factoring, Factor and set each factor equal to zero.
a=√321,−√321a=321,-321
a≈17.91647286,−17.91647286