The same number is multiplied with itself to form a perfect square i.e. a perfect square has real and repeated equal numbers as factors.
√155 is. 155 has no factors that are perfect squares, so there's no way to simplify it.
I'm not sure exactly what your question is, but the squares of 4 and 5 do have this property (and are the only perfect squares that do).
It is in its simplest form, however both are perfect squares. It could be stated to be (4/5)2 for your own interest also
There is only one number of this type which is 7744=88^2 where a is 7 and b is 4
Integral square roots are multiplied by themselves.
The same number is multiplied with itself to form a perfect square i.e. a perfect square has real and repeated equal numbers as factors.
It's True, I have the same homework
√65 .The factors of 65 are 13 & 5, neither of which are perfect squares.
√155 is. 155 has no factors that are perfect squares, so there's no way to simplify it.
I'm not sure exactly what your question is, but the squares of 4 and 5 do have this property (and are the only perfect squares that do).
A perfect square trinomial is looking for compatible factors that would fit in the last term when multiplied and in the second term if added/subtracted (considering the signs of each polynomials).* * * * *A simpler answer is: write the trinomial in the form ax2 + bx + c. Then, if b2 = 4ac, it is a perfect square.
radical 231; no perfect squares factor into this number. It cant be simplified
It is in its simplest form, however both are perfect squares. It could be stated to be (4/5)2 for your own interest also
There is only one number of this type which is 7744=88^2 where a is 7 and b is 4
57 = 3 x 19 [neither of which are perfect squares], so it is already simplest form.
It is another rational number whose numerator and denominator (in the ratio's simplest form) are perfect squares.