In the exponential form an n is the base The simplified answ

In the exponential form a^n, n is the base. The simplified answer to i^1776 is 1 Two lines are perpendicular if there slopes are negative reciprocals of each other. Simplify the expression: x^8y^-3(x^3y^-1)^-2 Simplify the expression: 3 squareroot 12 + 2 squareroot 75 - 11 squareroot 3 Simplify the expression by combining radicals: squareroot-48 - squareroot -27 Solve for x: Factor the polynomial completely: 2x^2 - 17x -9 Simplify: x^2-2x-24/x^2-36 + x62+9x +20/x^2+10x +24 Find the midpoint of the two points: (1, 5) and (3, 7) For the given graph, find the distance between two points

Solution

Dear Student

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1) In a^n , a is the base and n is the exponent. Hence FALSE.

2) For i^1776

we know that

i^2 = -1

i^3 = -i

i^4 =1

Since 1776 is divisible by 4 hence i^1776 = 1

Hence TRUE.

3) TRUE

For two perpendicular lines

m1 X m2 = -1

Hence TRUE

4) x^8 y^(-3) (x^3y^-1)^(-2)

x^8 y^(-3) (x^-6y^2)

x^2 . y^(-1)

Hence c)

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