The curves -a-b- -c- and -d- show the variation between the applied potential difference -V- and the photoelectric current -i- two different intensities of light i-1-i-2- In which figure is the correct variation shown

Question

Toppr Admin · Accepted Answer

Correct option is B- intensities -I-1- I-2 - and - I-1 -gt- I-2-160-as current -8733- intensity hence -i -8733- I - i-1 -gt- i-2 -160- -160-stopping potential Vo does not depend on velocity hence Vo is same-160-8756- curve is -B-

The curves $$(a),(b)\ (c)$$ and $$(d)$$ show the variation between the applied potential difference $$(V)$$ and the photoelectric current $$(i)$$, at two different intensities of light $$i_1>i_2$$. In which figure is the correct variation shown

Correct option is B.
intensities $$I_1, I_2 \ and \ I_1 > I_2$$
as current ∝ intensity hence $$i ∝ I $$
$$ i_1 > i_2 $$ stopping potential Vo does not depend on velocity hence Vo is same.
∴ curve is (B)

The curves $$(a),(b)\ (c)$$ and $$(d)$$ show the variation between the applied potential difference $$(V)$$ and the photoelectric current $$(i)$$, at two different intensities of light $$i_1>i_2$$. In which figure is the correct variation shown

Correct option is B. intensities $$I_1, I_2 \ and \ I_1 > I_2$$ as current ∝ intensity hence $$i ∝ I $$$$ i_1 > i_2 $$ stopping potential Vo does not depend on velocity hence Vo is same. ∴ curve is (B)

Correct option is B.
intensities $$I_1, I_2 \ and \ I_1 > I_2$$
as current ∝ intensity hence $$i ∝ I $$
$$ i_1 > i_2 $$ stopping potential Vo does not depend on velocity hence Vo is same.
∴ curve is (B)