Ask your own question, for FREE!
Mathematics 73 Online
Adigirl29:

I need help Which of the following is equivalent to the quantity three fourths end quantity to the power of 2 times x? the quantity 6 over 8 end quantity to the power of x the quantity 9 over 16 end quantity to the power of x the quantity 9 over 4 end quantity to the power of x the quantity three fourths end quantity to the power of x

K1NGofPadlet:

@adigirl29 The correct answer is: the quantity 9 over 16 end quantity to the potency of x. To visually perceive for what purport, first simplify the given expression: (3/4)^2 * x = 9/16 * x Then compare that to the answer culls: - (6/8)^x = (3/4)^x - (9/16)^x matches the simplified expression - (9/4)^x is not identically tantamount - (3/4)^x is missing the exponent of 2 Consequently, the equipollent expression is (9/16)^x.

KingAlex:

1 attachment
KingAlex:

1 attachment
KingAlex:

1 attachment
KingAlex:

1 attachment
KingAlex:

1 attachment
KingAlex:

1 attachment
KingAlex:

1 attachment
KingAlex:

1 attachment
KingAlex:

1 attachment
KingAlex:

1 attachment
KingAlex:

1 attachment
KingAlex:

1 attachment
KingAlex:

1 attachment
KingAlex:

1 attachment
KingAlex:

1 attachment
KingAlex:

1 attachment
KingAlex:

1 attachment
KingAlex:

1 attachment
KingAlex:

1 attachment
KingAlex:

1 attachment
KingAlex:

1 attachment
KingAlex:

1 attachment
KingAlex:

1 attachment
KingAlex:

1 attachment
KingAlex:

1 attachment
Can't find your answer? Make a FREE account and ask your own questions, OR help others and earn volunteer hours!

Join our real-time social learning platform and learn together with your friends!
Latest Questions
lilbart: How many year will it be until its 2055
9 minutes ago 6 Replies 2 Medals
Gucchi: english help
46 minutes ago 14 Replies 1 Medal
Flowerpower5290: Valkyrae drawing
19 minutes ago 19 Replies 10 Medals
NaZiyak09: i need help
3 hours ago 2 Replies 0 Medals
Alreem7: can someone write me a short story
3 hours ago 0 Replies 0 Medals
Can't find your answer? Make a FREE account and ask your own questions, OR help others and earn volunteer hours!

Join our real-time social learning platform and learn together with your friends!