D. Adding another base pair will re-arrange your DNA sequences and cause an insertion mutation. This will make your codons group of differently, and possibly give you a BAD mutation. However, sometimes the codons still make the same proteins as its supposed to, the mutation will NOT affect you.
Example:
THE BIG FAT CAT ATE THE RAT
Now, if i were to add a letter (X) to this and make the letters group up in three aka the codons:
THE XBI GFA TCA TAT ETH ERA T
As you can you can see, adding a base pair in a DNA insertion will usually have a negative effect, specifically a insertion mutation.
Answer:
The image will be real, inverted, and enlarged. For convex lenses, when the object is placed inside F, the image will be on the same side of the lens as the object and it will be virtual, upright, and enlarged.
Answer:
The magnitude of the sum of the two vectors is approximately 169.34 m
Explanation:
The given vectors are;
Vector B;
Magnitude = 101 m
Direction = 60.0° (30.0° west of north)
Resolving the vector into its x and y component vectors gives;
= 101 × cos(60.0°)·i + 101 × sin(60.0°)·j = 55·i + 55·√3·j
∴ = 55·i + 55·√3·j
Vector A;
Magnitude = 85.0 m
Direction = West
Resolving the vector into its x and y component vectors gives;
= 85.0 × cos(0.0°)·i + 85.0 × sin(0.0°)·j = 85.0·i + 0·j
∴ = 85.0·i
The sum of the two vectors is + = 55·i + 55·√3·j + 85.0·i = 140.0·i + 55·√3·j
The direction of the sum of the two vectors, θ = arctan(y-component of the vector)/(x-component of the vector))
Therefore, θ = arctan((55·√3)/140) ≈ 34.23° north of west or 55.77° west of north
The magnitude of the sum of the two vectors, R is R = √(140² + (55·√3)²) ≈ 169.34 m.
Answer:
681.6/ms
Explanation:
A reconnaissance plane flies 545 km away from its base at 568 m/s. then flies back to its base at 852 m/s.
What is its average speed?
Answer in its of m/s
Avg speed of the round trip is
2*568*852/(568+852)= 681.6/ms
