Hoa wants to factor the polynomial P(x)=x5−5x4−23x3+55x2+226x+154. She finds three roots of P(x), −1, 2−32–√, and 1+23–√.

Complete Hoa’s work:

Part A: What are the remaining two roots of P(x)?

Part B: Which equation correctly represents the fully factored form of P(x)?

Select two answers for Part A, and one answer for Part B.

B: p(x)=(x+1)(x−1−23–√)(x−1+23–√)(x−2− 32–√)(x−2+32–√)

A: 1

B: p(x)=(x+1)(x−1−23–√)(x−32–√+1)(x−2+ 32–√)

A: 32–√−1

B: p(x)=(x+1)(x−1)(x−1−23–√)(x−2+32–√)

A: 1−23–√

A: 2+32–√

B: p(x)=(x−1)(x−1−23–√)(x−1+23–√)(x−2− 32–√)(x−2+32–√)

large crystals result from very slow cooling.

evaporation of water: this would produce an evaporite which is a sedimentary rock. like a salt pan in a desert. not possible to have volcanic rocks originate this way.

crystalization in molten earth: slow cooling over time. (hundreds to millions of years)

crystalization at earth's surface: this results in fast cooling. (a few hours to a few months or years)

crystalization from cooling off hot water: that would be a hydrothermal deposit. while associated with volcanics they are not volcanic rocks themselves and usually occur fairly rapidly.

it is ok do not worry about it my dude. have a good one

what the heck is this   i am in the 2 grade my g and i is verrr smert

step-by-step explanation: