6x^2-22x-8
(2×(4)+4.6)(8−4)×67=422120=211.05 or 2×(4)+(4.6)(8−4)×67=170120=85.05, possibly (2×(4)+4.6)(8−4×67)=−631300=−0.0484615384615385 or 2×(4)+(4.6)(8−4×67)=7.9823076923076923
123×798+7×(9)−8×(4)+900=99085
1.01×109×1.17×104=1.1817×1010
Either (9.1−3.1)(√45)=15 or ((9.1−3.1)√4)5=35=0.6. Depends on the context. Only one is right.
(1+3i)×(3+2i)=3+2i+9i+6[i2]=3+11i−6=−3+11i
The fastest way would be to place your y-intercept at 7. This works because when x=0, f(x), or y, equals 7. The next thing is to graph more points. To do this you would go down 2 and right 1.
(76)(61)=(76×16)=736
solve→a(4×a−(a+6)=−244×a−a−6=−243×a−6=−243×a=−18a=−6)
13×2=23
You need to write the question a little differently.
i2 is equal to -1
√129=0.1856953381770519
209−35=7345=1.6222222222222222
A quotient is the answer to any division problem.
−35+23=115=0.0666666666666667
((1322)×(12))√20=0.0660656447897665
2×√3
Prime factorization of 12 leaves √2×2×3 take out the 2s and there is your answer.
