To find the value of hh10 when we know that hx = 6x, let’s break this down. The expression hx suggests that ‘h’ is multiplied by ‘x’. In this case, we can rewrite it as:
h × x = 6 × x
Now, if we want to find hh10, we need to understand what hh means in this context. Assuming hh10 means h multiplied by h times 10 (hh × 10), we can substitute the value of h.
From our equation, we can conclude that:
h = 6
Therefore:
hh = h × h = 6 × 6 = 36
Now, we can find hh10:
hh10 = hh × 10 = 36 × 10 = 360
So, the value of hh10 is 360.